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Math problem solver template for Google Sheets (Algebra, Fractions, Quadratic, & more)

You probably know that math can be done in a spreadsheet, but this Google Sheets template makes solving math problems incredibly easy.

All you have to do is simply enter the values into the appropriate cells, and the math solver will calculate the answer for you without you having to type any formulas.

The math problem solver template solves a very wide variety of math problems, from basic to more advanced mathematics. The template allows you to rapidly solve math problems, making it easy to enter new numbers into the cells so that the spreadsheet instantly solves the problems without having to worry about formulas.

Get the Google Sheets math problem solver template

If you want to learn how to create mathematical formulas yourself, check out my lesson on how to do math in Google Sheets .

Or if you want to test your skills and have math problems automatically generated, check out the math worksheets template .

There are lots of different types of math problems that this template will solve, which are all listed and described below in detail.

Here is a list of the tabs in the template, each of which represents general type of math problem that the template can solve.

• Fractions, Decimals, Percentages
• Quadratic equations

This template is an incredible tool for both students and teachers. Whether you are doing homework or grading math papers, this will make your job much easier.

(Please make sure that you understand how to do the math problem on your own before using this template to do homework)

Cells that should not be edited in this template will display a warning if you try to edit them.

The light blue cells are the only cells that should be edited.

Get your copy of the Google Sheets math problem solver template

Table of Contents

How to use the math problem solver template

• Click on the link to the template, and then click "Use Template" in the upper right corner of your screen. This will make a copy of the math problem solver template for you.
• Simply enter the input values (the numbers that you want to calculate / perform math on) into the designated cells for each type of math problem (the light blue cells)
• After entering your initial values, the template will calculate the answer and display it in the dark grey cells to the right of the input values for each problem

Basic math tab

The first tab in the tracker will allow you to do simple math problems, such as addition, subtraction, multiplication, etc.

(The basic math tab is shown at the top of this page)

Here is a full list of the types of problems that the basic math tab can solve:

• Square root
• X to the Nth power
• X to the Nth root

Fractions, Decimals, Percentages tab

There are a lot of useful tools on this tab, especially for solving problems with fractions.

The left side of this sheet will help you convert between decimals, fractions, and percentages.

The right side of the sheet will help you perform mathematical problems with percentages and fractions. (Math with decimals can be done on the “Basic Math” tab)

Here is a full list of math problem types that this tab will solve:

• Fraction to percent
• Fraction to decimal
• Decimal to fraction
• Decimal to percent
• Percent to fraction
• Percent to decimal
• Reduce fractions
• Greatest common factor
• Lowest common multiple
• Add fractions
• Subtract fractions
• Multiply fractions
• Divide fractions
• Square fractions
• Fractions to the Nth power
• Add percentages
• Subtract percentages
• Multiply percentages
• Divide percentages

This tab will make it very easy to solve math problems that deal with decimals, percentages, and fractions!

Algebra tab

The algebra tab can solve multiple types of algebra problems.

The left side of the tab will allow you to solve algebra problems that deal with circles and lines on a graph.

The right side of the tab will allow you to solve linear algebra problems, and it also has a place where you can solve a cross multiplication problem.

Here is a full list of the types of math problems that the algebra tab can solve:

• Find the radius of a circle, given center and point
• Find the radius of a circle, given an equation
• Find the center of a circle, given an equation
• Find the Y-Intercept of a line, given the slope and a point
• Find the Y-Intercept of a line, given two points
• Find the midpoint of a line, given two points
• Find the slope of a line, given two points
• Find the distance of a line, given two points
• Solve for X in a linear equation
• Solve for X in a cross multiplication problem

This template / this content was originally created and written by SpreadsheetClass.com

Quadratic tab

This tab is dedicated completely to solving quadratic equations / problems, and will make it much easier for you to get the answers that you need when solving quadratics.

Here are the answers that this tab will give you for quadratic equations:

• Discriminant
• Number of solutions
• Solution(s) (Where parabola touches X axis, i.e. X=2 and X=-2)

Note that although the template shows the solution for any valid quadratic problem (without imaginary answers), it will only display the factors for quadratic equations if they have an “A” value of 1.

Geometry tab

The geometry tab has lots of useful automatic calculations that help you solve problems with rectangles, triangles, and circles.

Here is a list of the types of problems that the geometry tab will solve:

• Perimeter of a rectangle, given length and width
• Area of a rectangle, given length and width
• Rectangular pyramid volume, given length, width, and height
• Rectangular prism volume, given length, width, and height
• Triangle area, given height and base
• Triangular pyramid volume, given height, base, and pyramid height
• Hypotenuse (C), given A and B of a right triangle
• Perimeter of a triangle, given A and B of a right triangle
• Area of a triangle, given A and B of a right triangle
• Triangular pyramid volume, given A and B of a right triangle, and pyramid height
• Short side (A or B), given hypotenuse and short side (A or B) of a right triangle
• Area of a triangle, given hypotenuse and short side (A or B) of a right triangle
• Perimeter of a triangle, given hypotenuse and short side (A or B) of a right triangle
• Triangular pyramid volume, given hypotenuse and short side (A or B) of a right triangle, and pyramid height
• Perimeter of a triangle, given 3 sides
• Area of ANY triangle, given 3 sides
• Triangular pyramid volume, given 3 sides of ANY triangle, and pyramid height
• Radius of a circle, given diameter OR circumference OR area
• Diameter of a circle, given radius OR circumference OR area
• Circumference of a circle, given radius OR diameter OR area
• Area of a circle, given radius OR diameter OR circumference
• Sphere volume, given radius OR diameter OR circumference OR area

I hope you enjoy this template, and more importantly I hope it makes solving math problems much easier for you!

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Free Math Worksheets — Over 100k free practice problems on Khan Academy

Looking for free math worksheets.

You’ve found something even better!

That’s because Khan Academy has over 100,000 free practice questions. And they’re even better than traditional math worksheets – more instantaneous, more interactive, and more fun!

Just choose your grade level or topic to get access to 100% free practice questions:

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High school statistics, ap®︎/college statistics, precalculus, differential calculus, integral calculus, ap®︎/college calculus ab, ap®︎/college calculus bc, multivariable calculus, differential equations, linear algebra.

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Frequently Asked Questions about Khan Academy and Math Worksheets

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Khan Academy’s 100,000+ free practice questions give instant feedback, don’t need to be graded, and don’t require a printer.

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Our 100,000+ practice questions cover every math topic from arithmetic to calculus, as well as ELA, Science, Social Studies, and more.

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Want to get even more out of Khan Academy?

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Exploring the Power of the CUBES Math Strategy for Word Problems

Math problem-solving is one of the most challenging things we teach. The CUBES strategy is all about helping students tackle those tricky word problems with ease. Whether you're dealing with pesky volume or area questions, or trying to figure out how many more apples Sally has than Timmy, the CUBES math strategy can be a great way to help those learners who struggle with word problems develop a systematic method to approach these problems. By breaking down the problem into smaller, more manageable chunks, you can quickly solve even the most complicated math problems.

So if you've ever found yourself scratching your head in frustration over your struggling learners' battle with story problems, fear not! The CUBES math strategy is here to make your life a whole lot easier. Stick around to learn more about how this awesome strategy can help you help your struggling students become math problem-solving pros!

What is the CUBES Math Strategy?

The CUBES math strategy is a tool designed to help give students a systematic approach to breaking down and solving math word problems. The acronym C.U.B.E.S stands for:

• C ircle key numbers & units
• U nderline the question
• B ox math action words
• E valuate the problem
• S olve the problem & check your work

By breaking down the problem into these steps, students can better understand the context of the problem and effectively solve it.

Benefits of using the CUBES strategy in math word problems

While CUBES is not the ideal method for all math problem solving, especially as word problems become more complex, you can use the strategy as a starting point to guide struggling students in being more attentive and systematic when tackling word problems.

Many struggling learners struggle with executive functioning and need a clear-cut plan for tackling this next-level math skill, and incorporating a strategy like CUBES into your teaching can give them steps to approach word problems rather than leaving them overwhelmed and unsure where to begin. This can help students build confidence in their ability to successfully solve math story problems and prepare them to solve multi-step problems, ultimately enhancing their problem-solving skills.

Step-by-Step Guide to Using the CUBES Strategy

Implementing the CUBES strategy means teaching students the key steps and working through a gradual release process until they can effectively do this themselves. This systematic approach helps students understand the problem and empowers them to tackle word problems with confidence. Here's a little more about each step your students will need to achieve:

C- Circle the numbers & units

C stands for “circle the key information.” This includes the numbers, units, and core information needed to solve the problem. This includes identifying math vocabulary that represents a number, such as “several,” “half,” or “a dozen.” Some questions may not involve numbers at all, in which case you would circle each instance of the word “none.” It is also important to identify units (such as feet, miles, or kilograms) and whether there is a decimal point.

While we don't want students solely relying on keywords when faced with a word problem, it can be helpful for them to recognize which words are references to mathematical symbols. For example, “+” means addition, and “-” means subtraction.

U- Underline the question

After students read the problem and circle numbers/units, they must underline the question. While this may seem silly, if students aren't attending to what is being asked, they won't get the right answer. Helping students stay on target is a key component of the CUBES strategy for solving math problems.

Once your student has underlined the question and knows exactly what he or she needs to solve, it's time to move on to step B: boxes and bullets.

B- Box math action words

Notice this doesn't say keywords…Again, we don't want students focused solely on using keywords for math problem solving. Research has shown time and time again this is an ineffective strategy once problems become more complex.

That said, students need to look at word problems through the lens of critical readers. What in the problem gives them a clue as to what they need to do to solve it?

Just like the author of a story gives us details to help us infer and get to the story's resolution, the author of a word problem helps us find the path to the solution. We need to be critical readers to get there. This is where boxing key information can be helpful. Here are some common examples that are often viewed as keywords but are critical for students to attend to to solve problems accurately:

• Addition: add, added, both, sum, total
• Subtraction: difference between, less than
• Multiplication: times twice as many/much as of every
• Division: split equally among/between each share out of

E- Evaluate or Equation

At this stage, it's time to implement your strategy to solve. For some students, this will be writing and solving the equation. Others may need to evaluate by drawing a picture or using manipulatives to model the problem.

Either way, by this stage your learners should have broken down the problem to the point that they feel confident implementing a method that will lead them to the final step – solving.

S- Solve & Check

Once the strategy has been chosen, guide your students through the process of solving the problem. This may involve writing out the equation, solving for the unknown variable, and checking their work to ensure they have found the correct solution.

Encourage your students to show their work and explain their reasoning as they solve the problem. This will not only help them understand the process better but also allow you to provide feedback and support if needed.

It's important to emphasize the importance of checking their work to ensure they have found the correct solution. This may involve plugging the solution back into the original problem to verify it or checking their work for errors in calculations.

Once your students have successfully solved the problem, congratulate them on their hard work and encourage them to reflect on the process. Ask them questions such as what strategies worked well for them, what challenges they encountered, and how they can apply what they have learned to similar problems in the future.

By guiding your students through the process of problem-solving and encouraging them to reflect on their work, you are helping them develop essential critical thinking skills that will serve them well in all areas of their education and beyond. 

Tips for Implementing the CUBES Math Word Problem Strategy

Whenever you're preparing to implement a strategy with your struggling learners, it can be helpful to get some tips from teachers who have been there. In asking for advice from colleagues, here's what they had to say.

To teach the cubes strategy, you should:

• Teach the strategy as a whole. Because this is such a visual strategy, it’s useful to provide multiple examples of how to solve problems with CUBES on a poster or anchor chart. You can use the chart below as an example of what to include.
• Use a standard problem as an example. Before having students practice on their own, have them watch and listen as you model how to use the CUBES strategy on the board using a Problem of the Day or by writing in student journals. Visual learners will appreciate watching you write out each step and manipulate your complex number sentence cube.
• Use anchor charts you make together in class. Then transfer that knowledge into modeling one or two more examples with students using cubes they create out of construction paper, or if necessary, manipulatives like buttons or dry beans.
• Don't fall into the trap that the standard algorithm is the only way to solve once the strategy has been used. Let students draw pictures, use manipulatives, make number lines, or whatever other strategies you've taught. The CUBES math strategy is to help them break up the problem. It isn't the guiding principle of the math calculations.
• Students can use CUBES to filter out irrelevant details and focus on the essential details needed to solve the problem. By guiding students to evaluate the problem systematically, you can help students make informed decisions and tackle complex math challenges. It is great for learners who might get bogged down in all the details.

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Below is information on free resources for you to use in your classroom.  If you would like to learn more about how to use them and how children build their understanding of mathematics, check out the free PD options below:

These resources can be used for free for your personal classroom use, how to get these resources.

I’m so glad you want to access these resources to support math instruction with your kiddos!  To grab one or more of these resources just click the button below. On the next screen you will select which download(s) you would like. IMPORTANT! with the challenges of filtering email and providing security to children in the classroom many schools now prohibit email from outside resources/vendors. We encourage you to use a personal email address for these resources as we can not guarentee your school will accept our email.

The Frayer Model for Math

ThoughtCo. / Deb Russell

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The Frayer Model is a graphic organizer that was traditionally used for language concepts, specifically to enhance the development of vocabulary. However, graphic organizers are great tools to support thinking through problems in math . When given a specific problem, we need to use the following process to guide our thinking which is usually a four-step process:

• What is being asked? Do I understand the question?
• What strategies might I use?
• How will I solve the problem?
• What is my answer? How do I know? Did I fully answer the question?

Learning to Use the Frayer Model in Math

These 4 steps are then applied to the Frayer model template ( print the PDF ) to guide the problem-solving process and develop an effective way of thinking. When the graphic organizer is used consistently and frequently, over time, there will be a definite improvement in the process of solving problems in math. Students who were afraid to take risks will develop confidence in approaching the solving of math problems.

Let's take a very basic problem to show what the thinking process would be for using the Frayer Model.

Sample Problem and Solution

A clown was carrying a bunch of balloons. The wind came along and blew away 7 of them and now he only has 9 balloons left. How many balloons did the clown begin with?

Using the Frayer Model to Solve the Problem:

• Understand :  I need to find out how many balloons the clown had before the wind blew them away.
• Plan:  I could draw a picture of how many balloons he has and how many balloons the wind blew away.
• Solve:  The drawing would show all of the balloons, the child may also come up with the number sentence as well.
• Check : Re-read the question and put the answer in written format.

Although this problem is a basic problem, the unknown is at the beginning of the problem which often stumps young learners. As learners become comfortable with using a graphic organizer like a  4 block method  or the Frayer Model which is modified for math, the ultimate result is improved problem-solving skills. The Frayer Model also follows the steps to solving problems in math.

• Graphic Organizers in Math
• Math Word Problems for Third Graders
• 2nd Grade Math Word Problems
• Examples of Problem Solving with 4 Block
• Problem Solving in Mathematics
• How to Use Math Journals in Class
• Algebra: Using Mathematical Symbols
• Sixth Grade Word Problems
• 7 Steps to Math Success
• The Horse Problem: A Math Challenge
• Quiz 8th-Graders With These Math Word Problems
• Math Stumper: Use Two Squares to Make Separate Pens for Nine Pigs
• Solving Problems Involving Distance, Rate, and Time
• Realistic Math Problems Help 6th-graders Solve Real-Life Questions
• Lesson Plan Step #8 - Assessment and Follow-Up
• Christmas Word Problem Worksheets

Grab Your FREE Templates

This set of editable templates can be used again and again with kids of all ages. Get them sent right to your inbox when you fill out the form below.

Requesting these free templates will also add you to my email list with regular freebies and special offers related to math education. We will never sell or misuse your email and you can unsubscribe at any time.

Bethany Lake

Math teacher & homeschool mom

Hi there! I'm Bethany, a former high school math teacher turned homeschool mom. I am passionate about making math accessible & fun for kids of all ages and share free resources to make your job easier on my website, MathGeekMama.com .

What will you receive?

This download includes 7 different word problem solving templates which provides you with options to find what works best for your kids. Each template is editable , so you can type whatever problem into it that you like and print it out!

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Problem Solving Worksheets

Customize problem solving worksheets.

What is Problem Solving?

It is the cognitive process of identifying, analyzing, and finding solutions to challenges or issues. It involves using logical and creative thinking to address obstacles that occur, make decisions, and achieve goals. Consider the five problem-solving steps: identifying the problem, generating possible solutions, evaluating options, selecting the best solution, and implementing it. Understanding the steps is crucial for navigating complex challenges with clarity and efficiency.

What are Problem Solving Worksheets?

These worksheets are structured in such a way that encourages solution-based thinking. Engaging in interactive problem-solving activities can help develop critical thinking skills and creative approaches to overcoming obstacles. While these skills are used in a variety of aspects of life, our worksheets focus on problem solving in mathematics. Printable worksheets provide practice for any child who is learning to master new skills they are taught in class. They are perfect for any level, and can be applied to any type of mathematical problem or unit of study.

Why are They Important and How are They Best Used?

They are great for ensuring that students practice what they have yet to master, since they can be customized by the teacher to meet the class and individual needs. They can be used to practice all kinds of word problems involving addition, subtraction, multiplication, division, and so much more.

In a world where challenges are inevitable, the ability to tackle problems effectively is a valuable skill that can be applied across all subjects and age groups. Problem-solving skills are the generator of success. They empower individuals to navigate complex situations, identify triggers, and develop plans to overcome obstacles. From the classroom to the boardroom, these skills are in high demand.

Tailoring Problem-Solving Worksheets for Different Subjects

Mathematics.

Math problem-solving worksheets can be a playground for nurturing critical thinking. Through word problem worksheets, students not only practice calculations but also apply math concepts to real-world scenarios.

Scientific problem-solving worksheets ignite curiosity. They prompt students to hypothesize, design experiments, collect data, and draw conclusions, fostering a scientific mindset.

Language Arts

Language skills and critical thinking intertwine in language arts problem-solving worksheets. Analyzing literature, engaging in creative writing prompts, and correcting grammar offer a holistic approach.

Social Studies

History comes to life through problem-solving worksheets. Encourage students to ponder over historical dilemmas and global challenges, nurturing their ability to think beyond the surface.

Math Worksheet Activity Ideas

• "Math Detective" Challenge: Create a set of worksheets featuring a fictional mystery storyline. Each worksheet presents a clue that requires students to solve a math problem to unveil the next piece of the puzzle. This engaging activity encourages critical and sequential thinking.
• "Math Menu" Project: Design a menu-style worksheet with various math problems categorized by difficulty levels. Allow students to choose a certain number of problems from each category to complete, giving them autonomy and catering to their individual skill levels.
• "Design Your Dream House" Activity: Provide a worksheet that guides students through designing their dream house layout. They need to calculate room dimensions, total area, and even budget constraints. This hands-on activity integrates math into real-life scenarios.
• "Math Art Gallery" Exhibition: Assign each student a famous artwork and create a worksheet that involves geometric calculations related to the art's dimensions and shapes. Students can then present their findings in a "Math Art Gallery" exhibition.
• "Math in the News" Analysis: Collect recent news articles that involve math-related concepts, such as statistics, percentages, or data analysis. Provide worksheets that require students to analyze the math behind the news and discuss its implications.
• "Budgeting for Vacation" Project: Design a project-based worksheet where students plan a vacation, considering expenses like transportation, accommodations, and activities. They must budget and calculate costs while staying within a specified budget.
• "Math Around the World" Exploration: Create a worksheet that presents math problems related to different countries' cultures, currencies, and measurements. Students solve problems like converting currencies or calculating time zone differences.
• "Mathopoly" Board Game: Design a problem-solving board game where players move through spaces by solving math problems. This interactive approach adds an element of fun while reinforcing math skills.
• "Math Olympiad Simulation" Practice: Prepare a set of challenging math problems similar to those in Math Olympiad competitions. Have students work on these problems individually or in teams to sharpen their skills.
• "Math Interview" Project: Assign each student a famous mathematician or scientist and provide a worksheet that guides them to research and create interview-style questions. This encourages exploration of math history and its relevance.
• "Math Escape Room" Challenge: Develop a series of interconnected math problems that lead students through a virtual "escape room." They must solve each problem correctly to advance to the next step and eventually "escape."
• "Data Analysis Report" Assignment: Provide students with a dataset related to a topic of interest, such as sports statistics or environmental data. They must analyze the data, create graphs, and present their findings in a structured report.
• "Math and Music Fusion" Project: Combine math with music by providing a worksheet that explores concepts like rhythm, frequency, and ratios in music. Students can calculate beats per minute, analyze musical patterns, and even compose their own melodies.
• "Math Recipe Creation" Challenge: Ask students to create a new recipe by adjusting ingredient quantities based on serving sizes. They must calculate ratios, proportions, and conversions to ensure the recipe's success.

Designing Effective Problem-Solving Worksheets

Creating successful problem-solving worksheets involves careful planning. Here are some ideas to consider:

• Define the Learning Objective: Clarify the specific mathematical concept you want to reinforce with the worksheet. Outline the steps involved and determine how this worksheet will contribute to improving their skills.
• Select a Problem Type: Choose a math problem type that aligns with the learning objective. It could involve algebraic equations, geometry calculations, or even practical scenarios related to everyday life.
• Structure the Steps: Break down the problem-solving process into logical steps. Ensure that each step reflects the problem solving steps you want students to follow, such as understanding the problem, planning, solving, and verifying.
• Incorporate Interactive Elements: Integrate interactive elements like multiple-choice questions, fill-in-the-blanks, or even drawing areas to encourage problem solving exercises within the worksheet.
• Utilize Graphic Organizers: Introduce a visual problem solving graphic organizer to help students map out their thinking. This can include spaces for writing down given information, variables, and equations.
• Provide a Problem Solving Template: Offer a structured template that guides students through the problem-solving process. Include prompts and placeholders for each step to provide clear direction.
• Encourage Exploration: Inspire students to explore different types of techniques to arrive at solutions. Encourage them to think critically and try various strategies before settling on an approach.

By incorporating these elements, you can create a comprehensive problem solving worksheet for kids that not only teaches mathematical concepts but also equips them with transferable skills. Whether you're focusing on basic arithmetic or more advanced mathematical principles, this approach ensures an engaging and educational experience for young learners.

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How to Make a Problem Solving Worksheet

Choose one of the premade templates.

We have lots of templates to choose from. Take a look at our example for inspiration!

Click on “Copy Template”

Once you do this, you will be directed to the storyboard creator.

Give Your Worksheet a Name!

Be sure to call it something related to the topic so that you can easily find it in the future.

Edit Your Worksheet

This is where you will include directions, specific images, and make any aesthetic changes that you would like. The options are endless!

Click "Save and Exit"

When you are finished, click this button in the lower right hand corner to exit your storyboard.

From here you can print, download as a PDF, attach it to an assignment and use it digitally, and more!

Happy Creating!

Frequently Asked Questions About Problem Solving Worksheets

How can math problem-solving worksheets show students how to improve problem-solving skills.

They provide structured exercises that guide students through real-world scenarios. By actively engaging in these worksheets and activities, children can practice the problem solving process, enhancing their critical thinking and logical reasoning abilities.

What strategies can I use to teach problem-solving skills using math worksheets?

Incorporate helpful math problem solving worksheets for kids into your lessons. Support and encourage students to work through the problem-solving steps: understanding the problem, devising strategies, making calculations, and verifying their solutions. Provide examples, guidance, and feedback to nurture their problem-solving skills.

How can I ensure that students grasp the problem-solving process effectively?

Provide clear instructions in your math problem-solving worksheets that guide students through each step of the process. Offer examples and encourage them to discuss their approaches. By nurturing a supportive and collaborative environment, you can help both younger kids and older kids build confidence in their problem solving skills.

What are specific examples of how to teach problem-solving skills in math using pre-answered solution worksheets?

Teaching problem-solving skills in math using pre-answered solution worksheets can be exemplified through scenarios like quadratic equations. Present the class with a quadratic equation and a pre-answered solution that breaks down the steps of factoring or using the quadratic formula. This guides them to understand the process, identify key components, and apply appropriate methods. Similarly, for geometry, offer a challenging problem involving angles or area calculations, along with a pre-answered solution that demonstrates the application of relevant geometric principles. As students work through the problem and compare their reasoning with the pre-answered solution, they grasp problem-solving strategies, logical sequences, and the importance of meticulous calculations. In both cases, these worksheets instill confidence, reinforce systematic approaches, and enhance students' problem-solving skills while navigating mathematical complexities.

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Math Centers and Stations

Whether you call them Math Centers or Math Stations, you’ll find loads of resources on this page for implementing them. I use the terms interchangeably, and they are more of a concept than an actual location in the classroom. In fact, math stations are often nothing more than a packet of hands-on materials with a set of directions. If you think math stations have to include elaborate and cute display boards, stop right there! Sure, you can make them elaborate and cute if you enjoy doing so and have the time, but math stations can be simple and easy-to-implement, too. The methods described on this page work well with the “middle grades” of 2 through 6.

Enjoy the featured math station resources on this page, including a free webinar recording that provides an overview of how to use math stations in the upper elementary classroom. You can also find more math center activities in  my TpT store .

Math Stations in Action

Three Options Available (Choose the ONE that meets your needs best!)

What can students do in Math Stations?

Students can complete independent work, partner activities, or group work in stations. You can find many activities in the  Math File Cabinet  that work great for stations if you add directions.   Math Stations for Middle Grades  has dozens of activity ideas and math games to use in stations, and each activity includes student-friendly directions. Take a look at some of the Math Station Freebies at the top of this page for ideas. When selecting an activity, ask yourself:

• Will the activity reinforce or extend a concept that’s already been introduced?
• Are the directions clear and easy to follow?
• Are materials easy to locate and accessible?
• Can students complete this activity independently or with minimal outside help from an adult?
• Will students be able to check their answers on their own using an answer key, or will someone else need to check their answers?
• How will students keep a record of what they’ve completed?
• How will students be held accountable for their work?

Task Card Games for Math Stations

I’ve recently started creating additional task card games that are great for math centers or cooperative learning practice. You can find them by clicking the  Task Cards Games  link in my TpT store or by visiting this  Task Card Resources Pinterest board .

Math Station Task Card Games in the Bundle*

*Just add task cards to any of these games for an instant math station!

Free Solve ‘n Switch Partner Activity

Problem-Solving in Math Stations

It’s always tricky to figure out how to involve students in problem solving on a regular basis. However, math stations provide an easy way to fit in daily problem solving. They also allow you to differentiate instruction by using different levels of of problems. The  Daily Math Puzzlers  are a set of leveled problem-solving ebooks that offer a mixed problems which required students to demonstrate their work.

Catherine Douthard of Fayetteville, Georgia, alerted me to this idea in a recent email:

“Thank you for the excellent way you created, leveled and organized the  Daily Math Puzzlers . It has become the perfect Math Station for my 5th graders to independently work at their own level, track their progress and practice those important problem solving skills.”

Math Stations for Middle Grades

If you haven’t successfully implemented math stations or math centers,  Math Stations for Middle Grades  is packed with management strategies, math games, and activities to get you started. The term “middle grades” refers to grades 2 or 3 up through middle school. The  Math Stations + Editable Templates Combo  includes templates in PowerPoint and Publisher format that you can use to create your own math problem task cards if the ones in the book are not appropriate for your grade level. In addition, I’ve created a number of  math center games  that are perfect for centers. They include directions, game cards, and answer keys.

Math Stations Made Easy – Webinar Style!

Free Webinar – Full Math Stations Recording  – Must be viewed online and requires an automatic download of a Java application. This webinar includes all introductory part of the webinar and the full presentation, but it does not come with the handouts that are mentioned in the webinar. Note: To jump into the main portion of the webinar, move the slider over to the time 11:30 which will eliminate the introductions. Click the image below and then download the Java application to watch it.

Click Image to View Webinar

If you have trouble viewing the webinar in the format above, you can purchase the  Math Stations Webinar Pack.  This is the same webinar as above but it includes an Mp4 video for viewing on mobile devices, an Mp3 audio track for listening only, the handouts referenced in the session, the chat transcript, and printable presentation slides.

Featured Free Math Station Activities

What are some strategies for implementing math stations.

• Rotation Stations vs. Choice Stations  – There are many types of stations you can set up in your room. Two types that are explained in  Math Stations for Middle Grades  are Rotation Stations and Choice Stations. You can set up your Math Stations so that students rotate through them as a group or allow them free choice about which stations to use. Or you can set them up as “choice” stations but assign your students particular stations that they need to complete each week before having a choice.
• Math Logs  – Create a Math Activity Log for each student using a manila folder or a pocket folder with 3 paper fasteners. Include one of the Math Log printables shown at right, and teach students how to record their activities on the log each day. Have a checker or buddy sign after they complete each activity. Make sure they know what the math content is for each activity so they don’t just view stations as “games.”
• Displaying and Storing Materials  – Plastic storage carts with drawers work well for storing math center materials for long term use. Why prepare a new set of game materials every year when you can make a set and keep it for future use. However, I found a better solution for displaying Math Station materials that we are currently using . . . A simple 6-shelf organizer (see sample)! It works great as long as you don’t put heavy books and materials on the shelves. It will hold dice, calculators, activity directions, and more!
• Math Station Menus  – Post a menu of the Math Stations that are available in a given week. List each activity title along with the math content. For example, I might list “Island Conquer -> Area and Perimeter” on the chart. I have a whiteboard right next to my Math Stations organizer that I use for this.
• Partners vs. Groups  – Partner activities seem to work better than group activities because students stay more focused and on-task with one other person than as a part of a big group. If you do have group activities, make sure the directions are clear and require equal participation from all group members. The  Show N Cheer  strategy works well because of the high level of interdependence required.
• Math Buddies  – You may want to assign students to a certain Math Buddy each day or each week. If you do, pair a low-performing student with an average student or an average student with a high functioning student. If you try to pair an advanced student with someone who is really struggling, they both get frustrated.
• Flexible Pairing  – Assigning partners doesn’t always allow for the flexibility to meet with students individually or in small groups. It seems that the minute I establish Math Buddies, I need to work with one student alone which leaves someone without a partner. So sometimes I find it best to allow students to choose their own partners. Lately I’ve been requiring them to choose a new partner for every activity each week. This keeps them from sticking with their best friends and allows them to interact with others in the class. They like the element of choice.

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By: Margo Ensz on April 30th, 2014

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Math Problem Solving Strategies (Primary) - Lesson Plan & Templates

Grade Level: Primary (PK-2) | Featured Topics: Lessons and Activities | Academic Subject: Mathematics | Featured Topics: Templates for FREE download

This lesson plan is part of our partnership with two super creative educators from  The Curriculum Corner , bringing you free Common Core aligned lesson ideas, teacher resources, and templates you can easily print with your VariQuest Perfecta Poster Design System - and be sure you have the latest version of the VariQuest Software ! 

Lesson:  introduction to problem solving strategies (two-day lesson) , level:  primary, objectives & ccss alignment:  students will increase independence in using various strategies to solve different types of word problems., *note: ccss has problem solving strategies spread throughout the domains for math.  this lesson focuses on giving them a review of each of the various strategies.  it is suggested that teachers follow up this review with a more in-depth lesson in each of the strategies as they fit naturally into the curriculum or as there is student need. , materials & visuals: , anchor chart – problem solving strategies, my math notes for problem solving.

Click on each image to download the PDF and print to a poster!

Preparation:

Think through a sample problem for each of the strategies listed on the anchor chart.  these will be shown to the students as examples., prepare “problem solving” anchor chart for mini-lesson., copy the “my math notes for problem solving” page for each child in the classroom.  you may choose to three-hole-punch this page for use in a math notes binder/folder to be kept by students and referred to throughout the year. , mini-lesson: , ask students what a “strategy” is.  accept several answers and then lead the class to the conclusion that a strategy is a plan to reach a goal.  in math a strategy would be a plan to reach a final answer., display the anchor chart titled “problem solving strategies” for the students.  tell them that these are some ways that they can use to solve all kinds of different math problems., pass out “my math notes for problem solving” to each student and explain that this page is a place for them to write down some notes that will help them to remember what each strategy is and how to use it.  they will keep this in their math binder/folder and can pull it out as a reminder when needed., *note: the boxes of this resource have been left blank so that the teacher can decide the level of support needed to fill it out.  students may need to draw or write exactly what the teacher shares for each strategy or they may be allowed to draw or write whatever they feel will help them to remember the strategy., briefly explain a few of the eight strategies and guide students as to how you would like for them to take their notes (copying the teacher notes or creating their own depending on grade or skill level).  introduce however many strategies that time allows for in this first lesson, and then complete the note-taking for the final strategies the following day., have students place their math notes into an organized binder or folder that will be kept and used throughout the year..

Did you like this lesson? Leave a comment and let us know what topics you would like us to cover in future posts and we will work on delivering free resources to help you prepare for your lessons!

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Title: chatglm-math: improving math problem-solving in large language models with a self-critique pipeline.

Abstract: Large language models (LLMs) have shown excellent mastering of human language, but still struggle in real-world applications that require mathematical problem-solving. While many strategies and datasets to enhance LLMs' mathematics are developed, it remains a challenge to simultaneously maintain and improve both language and mathematical capabilities in deployed LLM this http URL this work, we tailor the Self-Critique pipeline, which addresses the challenge in the feedback learning stage of LLM alignment. We first train a general Math-Critique model from the LLM itself to provide feedback signals. Then, we sequentially employ rejective fine-tuning and direct preference optimization over the LLM's own generations for data collection. Based on ChatGLM3-32B, we conduct a series of experiments on both academic and our newly created challenging dataset, MathUserEval. Results show that our pipeline significantly enhances the LLM's mathematical problem-solving while still improving its language ability, outperforming LLMs that could be two times larger. Related techniques have been deployed to ChatGLM\footnote{\url{ this https URL }}, an online serving LLM. Related evaluation dataset and scripts are released at \url{ this https URL }.

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