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6.3: Solve Sales Tax, Commission, and Discount Applications
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Learning Objectives
- Solve sales tax applications
- Solve commission applications
- Solve discount applications
- Solve mark-up applications
be prepared!
Before you get started, take this readiness quiz.
- Solve 0.0875(720) through multiplication. If you missed this problem, review Example 5.3.7 .
- Solve 12.96 ÷ 0.04 through division. If you missed this problem, review Example 5.4.12 .
Solve Sales Tax Applications
Sales tax and commissions are applications of percent in our everyday lives. To solve these applications, we will follow the same strategy we used in the section on decimal operations. We show it again here for easy reference.
HOW TO: Solve an application
- Step 1. Identify what you are asked to find and choose a variable to represent it.
- Step 2. Write a sentence that gives the information to find it.
- Step 3. Translate the sentence into an equation.
- Step 4. Solve the equation using good algebra techniques.
- Step 5. Check the answer in the problem and make sure it makes sense.
- Step 6. Write a complete sentence that answers the question.
Remember that whatever the application, once we write the sentence with the given information (Step 2), we can translate it to a percent equation and then solve it.
Do you pay a tax when you shop in your city or state? In many parts of the United States, sales tax is added to the purchase price of an item. See Figure \(\PageIndex{1}\). The sales tax is determined by computing a percent of the purchase price.
To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost—this is what the customer pays.

Figure \(\PageIndex{1}\) - The sales tax is calculated as a percent of the purchase price.
Definition: sales tax
The sales tax is a percent of the purchase price.
Sales Tax = Tax Rate • Purchase Price
Total Cost = Purchase Price + Sales Tax
Example \(\PageIndex{1}\):
Cathy bought a bicycle in Washington, where the sales tax rate was 6.5% of the purchase price. What was (a) the sales tax and (b) the total cost of a bicycle if the purchase price of the bicycle was $392?
Exercise \(\PageIndex{1}\):
Find (a) the sales tax and (b) the total cost: Alexandra bought a television set for $724 in Boston, where the sales tax rate was 6.25% of the purchase price.
Exercise \(\PageIndex{2}\):
Find (a) the sales tax and (b) the total cost: Kim bought a winter coat for $250 in St. Louis, where the sales tax rate was 8.2% of the purchase price.
Example \(\PageIndex{2}\):
Evelyn bought a new smartphone for $499 plus tax. She was surprised when she got the receipt and saw that the tax was $42.42. What was the sales tax rate for this purchase?
Exercise \(\PageIndex{3}\):
Diego bought a new car for $26,525. He was surprised that the dealer then added $2,387.25. What was the sales tax rate for this purchase?
Exercise \(\PageIndex{4}\):
What is the sales tax rate if a $7,594 purchase will have $569.55 of sales tax added to it?
Solve Commission Applications
Sales people often receive a commission , or percent of total sales, for their sales. Their income may be just the commission they earn, or it may be their commission added to their hourly wages or salary. The commission they earn is calculated as a certain percent of the price of each item they sell. That percent is called the rate of commission .
Definition: commission
A commission is a percentage of total sales as determined by the rate of commission.
commission = rate of commission • total sales
To find the commission on a sale, multiply the rate of commission by the total sales. Just as we did for computing sales tax, remember to first convert the rate of commission from a percent to a decimal.
Example \(\PageIndex{3}\):
Helene is a realtor. She receives 3% commission when she sells a house. How much commission will she receive for selling a house that costs $260,000?
Exercise \(\PageIndex{5}\):
Bob is a travel agent. He receives 7% commission when he books a cruise for a customer. How much commission will he receive for booking a $3,900 cruise?
Exercise \(\PageIndex{6}\):
Fernando receives 18% commission when he makes a computer sale. How much commission will he receive for selling a computer for $2,190?
Example \(\PageIndex{4}\):
Rikki earned $87 commission when she sold a $1,450 stove. What rate of commission did she get?
Exercise \(\PageIndex{7}\):
Homer received $1,140 commission when he sold a car for $28,500. What rate of commission did he get?
Exercise \(\PageIndex{8}\):
Bernice earned $451 commission when she sold an $8,200 living room set. What rate of commission did she get?
Solve Discount Applications
Applications of discount are very common in retail settings Figure 6.8. When you buy an item on sale, the original price of the item has been reduced by some dollar amount. The discount rate , usually given as a percent, is used to determine the amount of the discount. To determine the amount of discount , we multiply the discount rate by the original price. We summarize the discount model in the box below.

Figure 6.8 - Applications of discounts are common in everyday life. (credit: Charleston's TheDigitel, Flickr)
Definition: discount
An amount of discount is a percent off the original price.
amount of discount = discount rate • original price
sale price = original price − discount
The sale price should always be less than the original price. In some cases, the amount of discount is a fixed dollar amount. Then we just find the sale price by subtracting the amount of discount from the original price.
Example \(\PageIndex{5}\):
Jason bought a pair of sunglasses that were on sale for $10 off. The original price of the sunglasses was $39. What was the sale price of the sunglasses?
Exercise \(\PageIndex{9}\):
Marta bought a dishwasher that was on sale for $75 off. The original price of the dishwasher was $525. What was the sale price of the dishwasher?
Exercise \(\PageIndex{10}\):
Orlando bought a pair of shoes that was on sale for $30 off. The original price of the shoes was $112. What was the sale price of the shoes?
In Example 6.29, the amount of discount was a set amount, $10. In Example 6.30 the discount is given as a percent of the original price.
Example \(\PageIndex{6}\):
Elise bought a dress that was discounted 35% off of the original price of $140. What was (a) the amount of discount and (b) the sale price of the dress?
(a) Before beginning, you may find it helpful to organize the information in a list. Original price = $140, Discount rate = 35%, Amount of discount = ?
(b) Original price = $140, Amount of discount = $49, Sale price = ?
Exercise \(\PageIndex{11}\):
Find (a) the amount of discount and (b) the sale price: Sergio bought a belt that was discounted 40% from an original price of $29.
Exercise \(\PageIndex{12}\):
Find (a) the amount of discount and (b) the sale price: Oscar bought a barbecue grill that was discounted 65% from an original price of
There may be times when you buy something on sale and want to know the discount rate. The next example will show this case.
Example \(\PageIndex{7}\):
Jeannette bought a swimsuit at a sale price of $13.95. The original price of the swimsuit was $31. Find the (a) amount of discount and (b) discount rate.
(a) Before beginning, you may find it helpful to organize the information in a list. Original price = $31, Amount of discount = ?, Sale price = $13.95
(b) Before beginning, you may find it helpful to organize the information in a list. Original price = $31, Amount of discount = $17.05, Discount rate = ?
Exercise \(\PageIndex{13}\):
Find (a) the amount of discount and (b) the discount rate: Lena bought a kitchen table at the sale price of $375.20. The original price of the table was $560.
Exercise \(\PageIndex{14}\):
Find (a) the amount of discount and (b) the discount rate: Nick bought a multi-room air conditioner at a sale price of $340. The original price of the air conditioner was $400.
Solve Mark-up Applications
Applications of mark-up are very common in retail settings. The price a retailer pays for an item is called the wholesale price . The retailer then adds a mark-up to the wholesale price to get the list price , the price he sells the item for. The mark-up is usually calculated as a percent of the wholesale price. The percent is called the mark-up rate . To determine the amount of mark-up, multiply the mark-up rate by the wholesale price. We summarize the mark-up model in the box below.
Definition: mark-up
The mark-up is the amount added to the wholesale price.
amount of mark-up = mark-up rate • wholesale price
list price = wholesale price + mark up
The list price should always be more than the wholesale price.
Example \(\PageIndex{8}\):
Adam's art gallery bought a photograph at the wholesale price of $250. Adam marked the price up 40%. Find the (a) amount of mark-up and (b) the list price of the photograph.
Exercise \(\PageIndex{15}\):
Jim's music store bought a guitar at wholesale price $1,200. Jim marked the price up 50%. Find the (a) amount of mark-up and (b) the list price.
Exercise \(\PageIndex{16}\):
The Auto Resale Store bought Pablo's Toyota for $8,500. They marked the price up 35%. Find the (a) amount of mark-up and (b) the list price.
Practice Makes Perfect
In the following exercises, find (a) the sales tax and (b) the total cost.
- The cost of a pair of boots was $84. The sales tax rate is 5% of the purchase price.
- The cost of a refrigerator was $1,242. The sales tax rate is 8% of the purchase price.
- The cost of a microwave oven was $129. The sales tax rate is 7.5% of the purchase price.
- The cost of a tablet computer is $350. The sales tax rate is 8.5% of the purchase price.
- The cost of a file cabinet is $250. The sales tax rate is 6.85% of the purchase price.
- The cost of a luggage set $400. The sales tax rate is 5.75% of the purchase price.
- The cost of a 6 -drawer dresser $1,199. The sales tax rate is 5.125% of the purchase price.
- The cost of a sofa is $1,350. The sales tax rate is 4.225% of the purchase price.
In the following exercises, find the sales tax rate.
- Shawna bought a mixer for $300. The sales tax on the purchase was $19.50.
- Orphia bought a coffee table for $400. The sales tax on the purchase was $38.
- Bopha bought a bedroom set for $3,600. The sales tax on the purchase was $246.60.
- Ruth bought a washer and dryer set for $2,100. The sales tax on the purchase was $152.25.
In the following exercises, find the commission.
- Christopher sold his dinette set for $225 through an online site, which charged him 9% of the selling price as commission. How much was the commission?
- Michele rented a booth at a craft fair, which charged her 8% commission on her sales. One day her total sales were $193. How much was the commission?
- Farrah works in a jewelry store and receives 12% commission when she makes a sale. How much commission will she receive for selling a $8,125 ring?
- Jamal works at a car dealership and receives 9% commission when he sells a car. How much commission will he receive for selling a $32,575 car?
- Hector receives 17.5% commission when he sells an insurance policy. How much commission will he receive for selling a policy for $4,910?
- Denise receives 10.5% commission when she books a tour at the travel agency. How much commission will she receive for booking a tour with total cost $7,420?
In the following exercises, find the rate of commission.
- Dontay is a realtor and earned $11,250 commission on the sale of a $375,000 house. What is his rate of commission?
- Nevaeh is a cruise specialist and earned $364 commission after booking a cruise that cost $5,200. What is her rate of commission?
- As a waitress, Emily earned $420 in tips on sales of $2,625 last Saturday night. What was her rate of commission?
- Alejandra earned $1,393.74 commission on weekly sales of $15,486 as a salesperson at the computer store. What is her rate of commission?
- Maureen earned $7,052.50 commission when she sold a $45,500 car. What was the rate of commission?
- Lucas earned $4,487.50 commission when he brought a $35,900 job to his office. What was the rate of commission?
In the following exercises, find the sale price.
- Perla bought a cellphone that was on sale for $50 off. The original price of the cellphone was $189.
- Sophie saw a dress she liked on sale for $15 off. The original price of the dress was $96.
- Rick wants to buy a tool set with original price $165. Next week the tool set will be on sale for 40% off.
- Angelo's store is having a sale on TV sets. One set, with an original price of $859, is selling for $125 off.
In the following exercises, find (a) the amount of discount and (b) the sale price.
- Janelle bought a beach chair on sale at 60% off. The original price was $44.95
- Errol bought a skateboard helmet on sale at 40% off. The original price was $49.95.
- Kathy wants to buy a camera that lists for $389. The camera is on sale with a 33% discount.
- Colleen bought a suit that was discounted 25% from an original price of $245.
- Erys bought a treadmill on sale at 35% off. The original price was $949.95.
- Jay bought a guitar on sale at 45% off. The original price was $514.75.
In the following exercises, find (a) the amount of discount and (b) the discount rate. (Round to the nearest tenth of a percent if needed.)
- Larry and Donna bought a sofa at the sale price of $1,344. The original price of the sofa was $1,920.
- Hiroshi bought a lawnmower at the sale price of $240. The original price of the lawnmower is $300.
- Patty bought a baby stroller on sale for $301.75. The original price of the stroller was $355.
- Bill found a book he wanted on sale for $20.80. The original price of the book was $32.
- Nikki bought a patio set on sale for $480. The original price was $850.
- Stella bought a dinette set on sale for $725. The original price was $1,299.
In the following exercises, find (a) the amount of the mark-up and (b) the list price.
- Daria bought a bracelet at wholesale cost $16 to sell in her handicraft store. She marked the price up 45%.
- Regina bought a handmade quilt at wholesale cost $120 to sell in her quilt store. She marked the price up 55%.
- Tom paid $0.60 a pound for tomatoes to sell at his produce store. He added a 33% mark-up.
- Flora paid her supplier $0.74 a stem for roses to sell at her flower shop. She added an 85% mark-up.
- Alan bought a used bicycle for $115. After re-conditioning it, he added 225% mark-up and then advertised it for sale.
- Michael bought a classic car for $8,500. He restored it, then added 150% mark-up before advertising it for sale.
Everyday Math
- Calculate the discount price if Yvonne uses the $20 coupon first and then takes 25% off.
- Calculate the discount price if Yvonne uses the 25% off coupon first and then uses the $20 coupon.
- In which order should Yvonne use the coupons?
- Calculate the total savings from the first store, including the savings on the next purchase.
- Calculate the total savings from the second store.
- Which store should Jason buy the dog food from? Why?
Writing Exercises
- Explain why Priam was correct.
- Will Priam's method work for any original price?
- Roxy bought a scarf on sale for 50% off. The original price of the scarf was $32.90. Roxy claimed that the price she paid for the scarf was the same as the amount she saved. Was Roxy correct? Explain.
(a) After completing the exercises, use this checklist to evaluate your mastery of the objectives of this section.

(b) What does this checklist tell you about your mastery of this section? What steps will you take to improve?
Contributors and Attributions
Lynn Marecek (Santa Ana College) and MaryAnne Anthony-Smith (Formerly of Santa Ana College). This content is licensed under Creative Commons Attribution License v4.0 "Download for free at http://cnx.org/contents/[email protected] ."

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Sales Tax Worksheets
There's nothing too taxing about our printable sales tax worksheets! Teeming with exercises like finding the sales tax, calculating the original price, and solving sales tax word problems, our resources have stupendous practice in store for students in grade 6, grade 7, and grade 8. The pdf tools also let them get used to percent application through receipts and discounts. Help them excel in sales tax using our free worksheets and prepare to face the world head-on!

Finding Sales Tax
When you buy an item that is taxed, not only do you pay the cost of the item, you also pay the sales tax. Find the sales tax and calculate the total cost of the items using these 3-part printable worksheets!

Finding the Original Price
If the sale price is $460 and the sales tax rate is 4%, what is the original price? All there's to do is to substitute the values in the appropriate formula and proceed to solve for the missing values.

Finding Sales Tax | Word Problems
The 6th grade and 7th grade students are sure to love our sales tax word problems! Find the sales tax amount, given the tax percent. Also calculate the total amount in scenarios dedicated to sales taxes.

Finding the Original Price | Word Problems
Get a thorough practice in finding the original price using the selling price and tax percent. Our refreshing word problems are bursting with scenarios where the task is to find the original price.

Complete the sales receipts in these pdf sales tax worksheets by filling the purchase prices, given the sales tax rate, original prices, and the quantity. Fill in the total amount after adding the sales tax of each item.

Discount Worksheets
What buying heart can discount despise? Customers, including the ones in the 7th grade and 8th grade, crave for discounts! Abounding in bargains, our printable worksheets help calculate price reductions.
(30 Worksheets)
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How to solve sales tax rate math problems
In this blog post, we will take a look at How to solve sales tax rate math problems.

How to calculate sales tax
To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost-this is what the customer pays.May 1, 2022
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Solving Sales Tax Applications
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6.3: Solve Sales Tax, Commission, and Discount Applications
Translate into an equation. (Remember to change the percent to a decimal). . Simplify. . Check: Is this answer reasonable? Yes, because the sales tax amount
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Unit 3: Lesson 3
- Solving percent problems
- Percent word problem: magic club
- Percent word problems: tax and discount
- Percent word problem: guavas
Tax and tip word problems
- Your answer should be
- an integer, like 6 6 6 6
- a simplified proper fraction, like 3 / 5 3/5 3 / 5 3, slash, 5
- a simplified improper fraction, like 7 / 4 7/4 7 / 4 7, slash, 4
- a mixed number, like 1 3 / 4 1\ 3/4 1 3 / 4 1, space, 3, slash, 4
- an exact decimal, like 0.75 0.75 0 . 7 5 0, point, 75
- a multiple of pi, like 12 pi 12\ \text{pi} 1 2 pi 12, space, start text, p, i, end text or 2 / 3 pi 2/3\ \text{pi} 2 / 3 pi 2, slash, 3, space, start text, p, i, end text
How to solve sales tax rate math problems
How to Calculate Sales Tax Find list price and tax percentage Divide tax percentage by 100 to get tax rate as a decimal Multiply list price by decimal tax

Translate into an equation. (Remember to change the percent to a decimal). . Simplify. . Check: Is this answer reasonable? Yes, because the sales tax amount
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6.3: Solve Sales Tax, Commission, and Discount Applications
Sales tax calculator.
To find the amount of sales tax, take the difference in the total before and after tax \displaystyle (138.24-128) and divide by the price before tax. This gives
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How to calculate sales tax

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How to Calculate Sales Tax
To calculate sales tax of an item, simply multiply the cost of the item by the tax rate. Sales tax. Exercises # 1: You buy a car for 20,000 dollars and pay 5%
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Solving Sales Tax Applications
To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost-this is what the customer pays.May 1, 2022
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How to Find Discount, Tax, and Tip? (+FREE Worksheet!)
Learn how to use the percent formula to solve Discount, Tax, and Tip problems in a few simple and easy steps.

Related Topics
- How to Find Percent of Increase and Decrease
- How to Solve Percent Problems
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Step by step guide to solve Discount, Tax, and Tip problems
- Discount \(=\) Multiply the regular price by the rate of discount
- Selling price \(=\) original price \(–\) discount
- Tax: To find tax, multiply the tax rate to the taxable amount (income, property value, etc.)
- Tip: To find tip, multiply the rate to the selling price.
Discount, Tax and Tip – Example 1:
With a \(20\%\) discount, Ella was able to save \($40\) on a dress. What was the original price of the dress?
\(20\%\) of \(x= 40, \frac{20}{100} \ × \ x=40, x=\frac{100 \ × \ 40}{ 20}=200 \)
The original price of the dress was \($200\).
Discount, Tax and Tip – Example 2:
Sophia purchased a sofa for \($340.00\). The sofa is regularly priced at \($400.00\). What was the percent discount Sophia received on the sofa?
Use this formula: \(\color{ blue }{ percent = Part ÷ base }\). \(=340 \ ÷ \ 400=0.85=85\%\) Therefore, the discount is: \(100\% \ – \ 85\%=15\%\)
Discount, Tax, and Tip – Example 3:
Ella and her friends went out to eat at a restaurant. If their bill was \($60.00\) and they gave their server a \(15\%\) tip, how much did they pay altogether?
The tip was \(15\%\). To solve \(15\%\) of \(60\) use this formula: \(\color{ blue }{part =\frac{percent}{100} \ × \ whole }\). \(part =\frac{15}{100} \ × \ 60 →\) \(part=\frac{15 \ × \ 60}{100}→\) \(part=\frac{90}{10}→\) \(part\) \(=9 \)
The final amount they paid: \($60.00\) \(+\) \($9.00\) = \($69.00\)
Discount, Tax and Tip – Example 4:
The selling price of a table is \($400\) and the tax rate is \(6\%\) . What is the final price of the table?
Find tax amount: \(6\%\) of \(400\)
To solve \(6\%\) of \(400\) use this formula: \(\color{ blue }{part =\frac{percent}{100} \ × \ whole }\). \(part\) \(=\frac{6}{100} \ × \ 400 →\) \(part\) \(=\frac{6 \ × \ 400}{100}→\) \(part=\frac{240}{10}→\) \(part=24 \)
The final price of the table is: \($400\) \(+\) \($24\) = \($424\)
Exercises for Solving Discount, Tax and Tip
Find the selling price of each item..
- Original price of a computer: \($200\) Tax: \(10\%\), Selling price:
- Original price of a computer: \($400\) Tax: \(5\%\), Selling price:
- Original price of a computer: \($500\) Tax: \(8\%\), Selling price:
- Original price of a computer: \($800\) Tax: \(25\%\), Selling price:
- Original price of a computer: \($250\) Tax: \(10\%\), Selling price:
- Original price of a computer: \($1,500\) Tax: \(15\%\), Selling price:
Download Discount, Tax and Tip Worksheet
- \(\color{blue}{$220.00}\)
- \(\color{blue}{$420.00}\)
- \(\color{blue}{$540.00}\)
- \(\color{blue}{$1,000.00}\)
- \(\color{blue}{$275.00}\)
- \(\color{blue}{$1,725.00}\)
by: Reza about 3 years ago (category: Articles )
Reza is an experienced Math instructor and a test-prep expert who has been tutoring students since 2008. He has helped many students raise their standardized test scores--and attend the colleges of their dreams. He works with students individually and in group settings, he tutors both live and online Math courses and the Math portion of standardized tests. He provides an individualized custom learning plan and the personalized attention that makes a difference in how students view math.
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What people say about "How to Find Discount, Tax, and Tip? (+FREE Worksheet!)"?
Lane Kline – 3 years ago
One of your answers is wrong I believe, the dress was originally $200, not $20.
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SAT Math : How to find the amount of sales tax
Study concepts, example questions & explanations for sat math, all sat math resources, example questions, example question #1 : sales tax.
If there is a 10% sale on an item, and then 9% sales tax is applied to that after-sale price, then what is the total cost of the item including tax as a percentage of its pre-sale sticker price?
A 10% sale means that the post-sale price of the item is now 90%, or 0.9 of the original cost of the item. We then apply 9% sales tax by multiplying the 0.9 by 109%, or 1.09. 0.9 * 1.09 = .981, so the total cost of the item is 98.1% of the original pre-sale sticker price.
For percentage problems that do not deal with a specific starting number, it is always helpful to plug in 100 for the starting number. Here, we would then have a post-sale price of 90 dollars, and if we calculate the sales tax for the 90-dollar item it would be 90 * 0.09 = $8.10. THis gives us a total cost of 90 + 8.10 = $98.10, or 98.1% of the original 100-dollar price.
Example Question #2 : Sales Tax
Cynthia buys 2 shirts, each costing $35, a pair of pants for $40 and a belt for $18. At the register the total she owes is $138.24. What is the rate of sales tax in her state?
Example Question #3 : Sales Tax
A certain state charges sales tax at a rate of 8.75% per dollar spent. John spends $127.50 total, including tax, on clothes. What was the total price of the clothing before tax was added?
Since we know the total price with tax, we simply need to work backwards to remove the tax from the total price and find the price of the clothing itself. This can be done as follows:
Clothing Price or C = Total price / 1 + tax rate
C = $127.50/(1 + 0.0875) = $117.24
Example Question #4 : Sales Tax
We will add the two together
Example Question #5 : Sales Tax
Harry, on his first lunch date with Sally, decides to put the entire bill on his credit card. If the bill came to $28 and Harry wants to leave an 18% tip, what is the total amount that he should pay?
To find an 18% increase, multiply by 1.18.
Example Question #1 : How To Find The Amount Of Sales Tax
Lisa just bought a desktop computer. The computer cost $1500, the keyboard cost $100, and the mouse cost $25. If the local sales tax is 7%, what was the total cost of her purchases?
Example Question #7 : Sales Tax
Mike spent $30 on food and $50 on non-food products in the supermarket. There's a sales tax of 10% on non-food products only. How much did Mike spend in total at the supermarket?
Since sales tax is only applicable to non-food products only, we can multiply 50 by 1.1 to get the total price of non-food products. In this case, it is $55. Add this value to the $30 spent on food for a total of $85.
Example Question #8 : Sales Tax
The amount paid in sales tax is determined by multiplying the decimal value of the tax rate by the sticker price of the car:
Example Question #9 : Sales Tax
Jenny buys a blouse that is priced at $45. She pays a total of $48.15, what is the rate of tax on the blouse?
The purpose of this question is to calculate tax rates using dollar amounts.
First, the amount of tax payed must be determined. This is done by finding the difference between the amount paid and the listed price
which equals $3.15.
Then, that must be translated into a percentage of $45.
Example Question #10 : Sales Tax
In order to answer this question, we need to set up an equation such that we are adding the cost of the shirt with some percentage of the shirt's cost that will equal the final price.
A percentage is some value out of 100 parts.
Subtract 2 from both sides and eliminate the dollar signs.
Reduce the left hand side of the equation.
Multiply by 50 on both sides.
This number is the percentage sales tax that was applied to the shirt.
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How to solve math problems with sales tax
1.Multiply the cost of an item or service by the sales tax in order to find out the total cost. The equation looks like this: Item or service cost x sales tax

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How to calculate sales tax
Solve the equation using good algebra techniques. Step 5. Check the answer in the problem and make sure it makes sense. Step 6. Write a complete
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4 Ways to Calculate Sales Tax
How to Calculate Sales Tax Multiply the price of your item or service by the tax rate. If you have tax rate as a percentage, divide that number by 100 to get

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Learn How To Determine Sales Tax With Step By Step Problems And Solutions. Use the Interactive Exercises to Assess Your Understanding.
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Percent word problems: tax and discount
6.3: solve sales tax, commission, and discount applications.
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How to solve sales tax rate math problems
How to Calculate Sales Tax Find list price and tax percentage Divide tax percentage by 100 to get tax rate as a decimal Multiply list price by decimal tax

6.3: Solve Sales Tax, Commission, and Discount Applications

Percent word problems: tax and discount
To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost-this is what the customer pays.May 1, 2022
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Sales Tax Calculator
To calculate sales tax of an item, simply multiply the cost of the item by the tax rate. Sales tax. Exercises # 1: You buy a car for 20,000 dollars and pay 5%
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In mathematics, the tax calculation is related to the selling price and income of taxpayers. It is a charge imposed by the government on the citizens for the collection of funds for public welfare and expenditure activities. There are two types of taxes: direct tax and indirect tax. In this lesson, we will study the tax computation when the selling price or price before tax is given. We calculate tax on a product by multiplying the tax rate with the product's net selling price.
Tax amount = \($(S.P. \times \dfrac{Tax\ rate}{100})\)
What Are Taxes?
Tax is the amount paid by the people to the government for goods and services provided. In any tax transaction, there are two parties involved - a taxpayer and a tax collector. A taxpayer is a person or an organization who is paying the tax to the government. A tax collector is a government or any middleman collecting tax on behalf of the government.
The first known tax transaction took place around 3000–2800 BC in Ancient Egypt. In India, taxes were introduced in 1860 by Sir James Wilson to meet the Government's losses based on the Military Mutiny of 1857. Taxes have generally been around since the beginning of civilization or history. While the Civil War led to the creation of the first income tax in the U.S., the federal income tax as we know it was officially enacted in 1913. You may have heard terms like income tax, value-added tax, service tax, etc. The formula used to calculate tax on the selling price is given below:
Let's consider an example. Let’s say an item costs $50, and a sales tax of 5% was charged. What would be the bill amount?
Let’s first find 5% of 50.
5/100×50 = 2.5
Now let’s add this amount to the cost price, $50+ $2.5 = $52.5. The total bill amount, including taxes, would be $52.5
When the tax amount and the selling price (S.P.) of an item are given, and we have to calculate the tax rate, then we can use the following formula:
Tax rate = \(\dfrac{Tax\ amount}{Price\ before\ tax}\times 100\%\)
Consider the following example. You purchase a mobile phone whose price before tax is $200, and the tax paid on it is $20. Then, the rate of tax paid on that mobile can be calculated by using the above formula.
Tax rate = (Tax amount/Price before tax) × 100
Tax rate = ($20/$200) × 100
Tax rate = 10%
Let’s now try and understand how taxes are levied on a discounted product.
- Discount is calculated on the selling price, excluding taxes.
- The tax is applied on the amount arrived at after subtracting the discount value from the selling price.
Consider the following scenario. You have ordered a pizza at a restaurant, and it costs $12. The restaurant is offering a discount of 30% on all dine-in orders. Hence, assuming the restaurant only charges 10% service tax, the final amount is calculated in the following way. First, calculate the discounted price. Discount = 30/100 × 12 = $3.6
Final Bill Amount = $12 - $3.6 = $8.4
Remember, the tax is charged at a discounted price. We know that 10% service tax was charged on the final amount.
10/100 × 8.4 = $0.84
Final Amount = $8.4 + $0.84 = $9.24
Different Types of Taxes
There are two types of taxes. They are direct and indirect taxes. Taxes paid by the citizens directly to the government are direct taxes. For example, income tax, corporate tax, etc., are categorized as direct taxes. Taxes paid by the people but not directly collected by the government are indirect taxes. For example, sales tax, entertainment tax, excise duty, etc., are categorized as indirect taxes.
Indirect taxes are collected by the people who sell goods or services. These include shop owners and business people, who then further pay the indirect tax to the government. Indirect tax can be passed from one entity to another.

Tax on Marked Price
We calculate tax on the marked price when the seller sells an item at the marked price without any discount. In that case, the marked price and the selling price are the same. Thus, tax is calculated on the marked price. For example, if the marked price on a chair is $1200 and 8% tax is to be paid to the shopkeeper, then the amount of tax to be paid to the shopkeeper can be calculated as:
Tax amount = ${M.P. × (Tax rate/100)}
= ${1200 × (8/100)}
= $(12 × 8)
= $96
Therefore, We need to pay $96 as a tax on the chair's purchase at a marked price of $1200.
Always remember that only when the final selling price is the same as the marked price of the item purchased, we calculate tax on the marked price. Otherwise, we calculate tax on the net amount that the customer is paying to buy a product or a service.
Important Notes
- Tax is always calculated on the item's final selling price after considering discounts, if available on the item.
- There are two major categories of taxes, and they are direct tax and indirect tax.
- Tax is a real-life application of the percentage concept.
- We should always compare the tax rate and not the tax amount, as the prices before tax are different for different products.
Challenging Question on Taxes
Now let's try to solve this challenging question related to taxes.
- Which brand of bag is charging more tax?
Related Articles on Taxes
Check out some interesting articles related to Taxes. Click to know more!
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Solved Examples on Taxes
Example 1: Find the tax paid by Bob for a chair if the chair's selling price is $7, the list price is $10, and the tax rate is 6%?
Given that list price = $10, selling price = $7 and tax rate = 6%. We always calculate tax on the selling price. Thus, the tax paid by Bob for the chair is: Tax amount = ${S.P. × (Tax rate/100) = ${7 × (6/100) = $0.42. Therefore, Bob needs to pay $0.42 tax on the purchase of a chair.
Example 2: Daniel paid $25 for a T-shirt at a sale, while the price tag was $20. Find the tax rate in percentage.
Before finding the tax rate, we will find the tax amount. We know that the price before tax = $20. Final price= $25. Therefore, Tax amount = Final price - Price before tax = $25 - $20 = $5. We will calculate the tax rate using the below formula: Tax rate = (Tax amount/Price before tax) × 100% = 5/20 × 100% = 25%. Therefore, Tax rate is 25% on the T-shirt.
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Practice Questions on Taxes
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FAQs on Taxes
How to calculate tax on a product.
To calculate tax on a product, we multiply the tax rate by its net selling price. Tax amount = ${S.P. × (Tax rate/100)
The amount paid by the people to the government for goods and services provided is called tax which is further utilized by the government for public welfare activities.
What Is the Difference Between Cost Price and Selling Price?
Cost price is when an article is purchased, and selling price is when an article is sold.
What Is the Meaning of Marked Price?
Marked price is the price set by the shopkeeper on the label of the article. It is set by adding the profit margin to the cost price of the article.
What Is the Formula to Calculate the Rate of Tax on a Product?
The formula to calculate the rate of tax is given below:
Tax rate = (Tax amount/Price before tax) × 100%
What Are the Different Types of Taxes?
There are two types of taxes: direct tax and indirect tax.
What Is a Direct Tax?
Direct tax refers to the tax directly paid to the government by the customer. Examples of direct taxes include income tax, corporate tax, wealth tax, etc.
How to solve tax rate math problems
In this blog post, we will take a look at How to solve tax rate math problems.

Solving Problems Involving Taxes, Commissions, and Fees
To find the amount of sales tax, take the difference in the total before and after tax \displaystyle (138.24-128) and divide by the price before tax. This gives
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6.3: Solve Sales Tax, Commission, and Discount Applications
How do you solve sales tax math problems.
The tax rate formula that you want to know is: P + (rP) = T For example, Let us use a tax rate of 8%. P + . So, If the price of the item is $15, the total
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SAT Math : How to find the amount of sales tax
To calculate sales tax of an item, simply multiply the cost of the item by the tax rate. Sales tax. Exercises # 1: You buy a car for 20,000 dollars and pay 5%
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How To : Calculate sales tax in algebra

In this math lesson we will learn how to solve math problems involving sales tax.
Remember these two important formulas:
Final price = price before tax + sales tax
Sales tax = sales tax rate x price before tax
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Sales Tax Calculator

Calculator Use
Calculate sales tax and total price given your state sales tax rate. Enter item price and tax rate percentage to find sales tax and total price.
What is Sales Tax?
Sales tax is a tax on the sale of goods and services. In the US and the District of Columbia all states except Alaska, Delaware, Montana, New Hampshire and Oregon impose a state sales tax when you buy items or pay for services. Alaska however does allow localities to charge local sales taxes as do many other states.
Some states do not charge sales tax on specific categories of items. In Massachusetts for example sales tax is not charged on regular grocery items. Also many states have additional tax surcharges. In the hospitality industry it is common for restaurants and hotels to charge a tax rate higher than the state sales tax rate. Check with your state and locality for expected sales tax rates and potential tax surcharge rates.
How to Calculate Sales Tax
Multiply the price of your item or service by the tax rate. If you have tax rate as a percentage, divide that number by 100 to get tax rate as a decimal. Then use this number in the multiplication process.
- Find list price and tax percentage
- Divide tax percentage by 100 to get tax rate as a decimal
- Multiply list price by decimal tax rate to get tax amount
- Add tax amount to list price to get total price
For example say you're buying a new coffee maker for your kitchen. The price of the coffee maker is $70 and your state sales tax is 6.5%.
- List price is $90 and tax percentage is 6.5%
- Divide tax percentage by 100: 6.5 / 100 = 0.065
- Multiply price by decimal tax rate: 70 * 0.065 = 4.55 You will pay $4.55 in tax on a $70 item
- Add tax to list price to get total price: 70 + 4.55 = $74.55
Sales Tax Calculation Formulas
In these formulas Sales Tax is the dollar amount of sales tax paid, Sales Tax Percent is the state sales tax as a percentage and Sales Tax Rate is the state sales tax as a decimal for calculations.
- Sales tax rate = sales tax percent / 100
- Sales tax = list price * sales tax rate
- Total price including tax = list price + sales tax, or
- Total price including tax = list price + (list price * sales tax rate), or
- Total price including tax = list price * ( 1 + sales tax rate)
If you need to calculate state sales tax, use tax and local sales tax see the State and Local Sales Tax Calculator .
For a table of 2022 state sales tax rates see State and Local Sales Tax Rates, 2022 .
For more detail including local tax rates or type of purchase see Wikipedia Tax Tables by State.
Cite this content, page or calculator as:
Furey, Edward " Sales Tax Calculator " at https://www.calculatorsoup.com/calculators/financial/sales-tax-calculator.php from CalculatorSoup, https://www.calculatorsoup.com - Online Calculators
Sales tax rate math problems
This Sales tax rate math problems helps to quickly and easily solve any math problems.
SAT Math : How to find the amount of sales tax
Analysis: Sales tax is the difference between the amount of the total bill and the price of the item. If we divide the sales tax by the price of the item, we get the sales tax rate. Solution: $17.68 - $17.00 = $0.68 and ($0.68) / ($17.00) = 0.04. Answer: The sales tax rate is 4%.
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How to Calculate Sales Tax
Math problem: sales tax.
The formula for sales tax is a simple algebra equation that involves converting a percentage to a decimal, then using the decimal as a multiplier on the cost of
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Appendix A: Applications
Solving sales tax applications, learning outcomes.
- Calculate total purchase price given sales tax and price
- Calculate sales tax given tax rate and purchase price
- Calculate tax rate given sale price and amount of sales tax
Sales tax and commissions are applications of percent in our everyday lives. To solve these applications, we will follow the same strategy we used in the section on decimal operations. We show it again here for easy reference.
Solve an application
- Identify what you are asked to find and choose a variable to represent it.
- Write a sentence that gives the information to find it.
- Translate the sentence into an equation.
- Solve the equation using good algebra techniques.
- Check the answer in the problem and make sure it makes sense.
- Write a complete sentence that answers the question.
Remember that whatever the application, once we write the sentence with the given information (Step 2), we can translate it to a percent equation and then solve it.
Do you pay a tax when you shop in your city or state? In many parts of the United States, sales tax is added to the purchase price of an item. See the image below.
The sales tax is determined by computing a percent of the purchase price.
To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost—this is what the customer pays.
The sales tax is calculated as a percent of the purchase price.

The sales tax is a percent of the purchase price.
[latex]\begin{array}{ccc}\hfill \text{Sales Tax}& =& \text{Tax Rate}\cdot \text{Purchase Price}\hfill \\ \hfill \text{Total Cost}& =& \text{Purchase Price}+\text{Sales Tax}\hfill \end{array}[/latex]
Cathy bought a bicycle in Washington, where the sales tax rate was [latex]\text{6.5%}[/latex] of the purchase price. What was
ⓐ the sales tax and ⓑ the total cost of a bicycle if the purchase price of the bicycle was [latex]\text{\$392}?[/latex]
In the following video we show an example of how to calculate the sales tax on an item given the tax rate. Note that it does not include calculating the total cost of the item after tax.
Evelyn bought a new smartphone for [latex]\text{\$499}[/latex] plus tax. She was surprised when she got the receipt and saw that the tax was [latex]\text{\$42.42}[/latex]. What was the sales tax rate for this purchase?
Watch this video to see another example of how to find the tax rate for an item given the price after tax, and the original price.
- Question ID 146746, 146750. Authored by : LumenLearning. License : CC BY: Attribution
- Ex: Find the Sale Tax Percentage. Authored by : James Sousa (Mathispower4u.com). Located at : https://youtu.be/7cb1lsfU5Rw . License : CC BY: Attribution
- Ex: Percent Application - Sales Tax Given Percent (Equation and Proportion). Authored by : James Sousa (Mathispower4u.com). Located at : https://youtu.be/D7B5IzbRS-8 . License : CC BY: Attribution
- Prealgebra. Provided by : OpenStax. License : CC BY: Attribution . License Terms : Download for free at http://cnx.org/contents/[email protected]


How to solve sales tax rate math problems
How to Calculate Sales Tax Find list price and tax percentage Divide tax percentage by 100 to get tax rate as a decimal Multiply list price by decimal tax

Percent word problems: tax and discount
To calculate sales tax of an item, simply multiply the cost of the item by the tax rate. Sales tax. Exercises # 1: You buy a car for 20,000 dollars and pay 5%
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How to Calculate Sales Tax

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How to calculate sale price and discounts, learn about calculating percent increase and decrease with the following examples and interactive exercises..
Analysis: Stores often sell goods for a discounted price. Typically, a store will discount an item by a percent of the original price . In this problem, an item that originally costs $15 is being discounted by 10%. So "10% off" refers to the rate of discount. To solve this problem, we need a procedure.
- The rate is usually given as a percent.
- To find the discount, multiply the rate by the original price.
- To find the sale price, subtract the discount from original price.
Now that we have a procedure, we can solve the problem above.
Solution: The rate is 10%.
The discount is: 0.10 x $15.00 = $1.50
The sale price is calculated as follows:
Answer: The discount is $1.50 and the sale price is $13.50.
Let's take a look at some more examples of calculating discount and sale price.
Analysis: The phrase, "Save 25%," refers to the rate.
The original price of the dress is $40.
Solution: The rate is 25%.
The discount is: 0.25 x $40.00 = $10.00
Answer: The discount is $10.00 and the sale price is $30.00.
Analysis: The phrase, "Get a 20% discount," refers to the rate.
Solution: The rate is 20%.
The discount is: 0.20 x $12.00 = $2.40
Answer: The discount is $2.40 and the sale price is $9.60.
Analysis: The phrase, "50% off," refers to the rate.
Solution: The rate is 50%.
The discount is: 0.50 x $5.00 = $2.50
Answer: The discount is $2.50 and the sale price is $2.50.
In Example 3, note that the discount and the sale price are the same amount! Do you know what fraction is equal to 50%? Could you have done this problem using mental math? The phrase, "50% off," is the same as, "1/2 off". So using mental math, you would get that one-half of $5.00 is $2.50. Let's look at another example that uses a fraction.

Answer: The discount is $3.00 and the sale price is $6.00.
Once again, you could calculate the discount and sale price using mental math. Let's look at another way of calculating the sale price of an item. Below is a modified version of the problem from the top of this page.
Solution: The rate is 10%. Thus, the customer is paying 90% for the DVD.
The sale price is: 0.90 x $15.00 = $13.50
Answer: The sale price is $13.50.
Note that we calculated the sale price in the above problem, but we did not calculate the discount.
- To calculate the discount, multiply the rate by the original price.
- To calculate the sale price, subtract the discount from original price.
Directions: Solve each problem below by entering a dollar amount with cents. For each exercise below, click once in the ANSWER BOX, type in your answer and then click ENTER. After you click ENTER, a message will appear in the RESULTS BOX to indicate whether your answer is correct or incorrect. To start over, click CLEAR.

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1.You would find the rate by multiplication or division depending on the situation. 2. If you have multiple discounts, you add them up. 3. Final price with a discount would be %*#+#, or 1.%*#. I'm terribly sorry for being too late, but I hope this helps! 2 comments ( 1 vote) Upvote Murtaza S. Wani 5 years ago
The sales tax is determined by computing a percent of the purchase price. To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price.
Analysis: Sales tax is the difference between the amount of the total bill and the price of the item. If we divide the sales tax by the price of the item, we get the sales tax rate. Solution: $17.68 - $17.00 = $0.68 and ($0.68) ÷ ($17.00) = 0.04. Answer: The sales tax rate is 4%.
Examples: Solve the following problems. 1. How much sales tax is charged on an item that costs $250 if the sales tax rate is 6%? What is the total price of the item? Solution: We will multiply the sales tax rate as a decimal and the purchase price in order to calculate the amount of sales tax. Sales tax = .== ..= .06 ∗ $250 = $15.00 or $15 ...
This math video tutorial provides a basic introduction into percent word problems. It explains how to calculate the total price after sales tax has been added and how to calculate the new...
Find the sales tax amount, given the tax percent. Also calculate the total amount in scenarios dedicated to sales taxes. Finding the Original Price | Word Problems Get a thorough practice in finding the original price using the selling price and tax percent.
Example 1 - solve with quadratic formula Example 3 - solve by factoring Example 5 - Permutations and combinations Example 6 - Binomial Distribution - Test Error Rate Example 7 - Pearson Correlation ALL +1 Solving-Math-Problems Page Site Math - Sales Tax by Emone Vinson (Houston, Tx)
The tax rate formula that you want to know is: P + (rP) = T P = the price of the object r = tax rate (converted to decimal value) T = total cost For example, Let us use a tax rate of 8%. P + .08P = T OR 1.08P = T So, If the price of the item is $15, the total price including tax would be: 1.08 ($15) = T = $16.20
To calculate sales tax of an item, simply multiply the cost of the item by the tax rate. Sales tax. Exercises # 1: You buy a car for 20,000 dollars and pay 5%
To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost-this is what the customer pays.May 1, 2022
http://www.mathproblemgenerator.com - How to Find the Tax Rate. For more practice and to create math worksheets, visit Davitily Math Problem Generator at ww...
Tax and tip word problems (practice) | Khan Academy Discount, markup, and commission word problems Math > 7th grade > Fractions, decimals, & percentages > Percent word problems Tax and tip word problems Google Classroom You might need: Calculator Aubrey's dinner cost \$85 $85. She tips the waitstaff 30\% 30% for excellent service.
To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost-this is what the customer pays.May 1, 2022
Selling price = = original price - - discount Tax: To find tax, multiply the tax rate to the taxable amount (income, property value, etc.) Tip: To find tip, multiply the rate to the selling price. Discount, Tax and Tip - Example 1: With a 20% 20 % discount, Ella was able to save $40 $ 40 on a dress. What was the original price of the dress?
Explanation: . A 10% sale means that the post-sale price of the item is now 90%, or 0.9 of the original cost of the item. We then apply 9% sales tax by multiplying the 0.9 by 109%, or 1.09. 0.9 * 1.09 = .981, so the total cost of the item is 98.1% of the original pre-sale sticker price.. For percentage problems that do not deal with a specific starting number, it is always helpful to plug in ...
To calculate sales tax of an item, simply multiply the cost of the item by the tax rate. Sales tax. Exercises # 1: You buy a car for 20,000 dollars and pay 5% Top Specialists Top specialists are the best in their field and provide the highest quality care. Do math equations
Solving Sales Tax Applications Learn How To Determine Sales Tax With Step By Step Problems And Solutions. Use the Interactive Exercises to Assess Your Understanding. Explain math equations One plus one is two. Fast Expert Tutoring If you're looking for fast, expert tutoring, you've come to the right place! Fast answers
This video walks through a one and two-step method for finding sales tax. It includes 4 examples. Solving Percent Word Problems - Sales Tax Percent word problem. Find final price given a percent sales tax? How to solve a percentage of change problem Try the free Mathway calculator and problem solver below to practice various math topics.
Then, the rate of tax paid on that mobile can be calculated by using the above formula. Tax rate = (Tax amount/Price before tax) × 100. Tax rate = ($20/$200) × 100. Tax rate = 10%. Let's now try and understand how taxes are levied on a discounted product. Discount is calculated on the selling price, excluding taxes.
SAT Math : How to find the amount of sales tax. To find the sales tax multiply the purchase price by the sales tax rate. Remember to convert the sales tax rate from a percent to a decimal number. Once the sales tax is calculated, it is added to the purchase price. The result is the total cost-this is what the customer pays.May 1, 2022
Calculate sales tax in algebra. By Robin Mansur. 5/20/08 10:44 AM. In this math lesson we will learn how to solve math problems involving sales tax. Remember these two important formulas: Final price = price before tax + sales tax. Sales tax = sales tax rate x price before tax.
The price of the coffee maker is $70 and your state sales tax is 6.5%. List price is $90 and tax percentage is 6.5%. Divide tax percentage by 100: 6.5 / 100 = 0.065. Multiply price by decimal tax rate: 70 * 0.065 = 4.55. You will pay $4.55 in tax on a $70 item. Add tax to list price to get total price: 70 + 4.55 = $74.55.
Sales tax rate math problems - Best of all, Sales tax rate math problems is free to use, so there's no reason not to give it a try! Math Materials. ... 6.3: Solve Sales Tax, Commission, and Discount Applications. Get mathematics help online. Learning a new skill can be daunting, but breaking the process down into small, manageable steps can ...
try it. Find 1) the sales tax and 2) the total cost. Round your answers to the nearest cent. Nicole bought a television set for $1131 in Boston, where the sales tax rate was 6.3% of the purchase price. In the following video we show an example of how to calculate the sales tax on an item given the tax rate.
How to Calculate Sales Tax Find list price and tax percentage Divide tax percentage by 100 to get tax rate as a decimal Multiply list price by decimal tax Free Step To find the amount of sales tax, take the difference in the total before and after tax \displaystyle (138.24-128) and divide by the price before tax.
Solution: The sales tax = Final price - price before tax = $74.20 - $70.00 = $4.20 Sales tax = sales tax rate x price before tax $4.20 = sales tax rate x $70 The sales tax rate = 4.20 / 70 = 0.06 = 6% Return from the Sales Tax page to Money Math
Solution: The rate is 10%. The discount is: 0.10 x $15.00 = $1.50 The sale price is calculated as follows: Answer: The discount is $1.50 and the sale price is $13.50. Let's take a look at some more examples of calculating discount and sale price. Example 1: In a department store, a $40 dress is marked, "Save 25%." What is the discount?
To calculate the sales tax in dollars, simply multiply the purchase price by the sales tax rate. For example, to compute the total price for a $250.00 television if it's being purchased in a ...