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8th Grade Math Worksheets

First things first, prioritize major topics with our printable compilation of 8th grade math worksheets with answer keys. Pursue conceptual understanding of topics like number systems, expressions and equations, work with radicals and exponents, solve linear equations and inequalities, evaluate and compare functions, understand similarity and congruence, know and apply the Pythagorean Theorem, find volume and surface area, develop an understanding of statistics and probability and much more. Our free math worksheets for grade 8 students make sure they start right!

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Converting Fractions to Decimal

Converting Fractions to Decimal

Convert each fraction with a multiple of 10 as its denominator into a decimal number by placing the decimal point at the right spot.

pdf 1

Finding the Square Roots of Perfect Squares

Apply prime factorization and determine the square roots of the first fifty perfect squares offered as positive integers.

exercise 1

Slope of a Line passing through Two Points

Use the formula, m = (y 2 - y 1 ) / (x 1 - x 1 ) to find the slope(m) of a line passing through two points: (x 1 ,y 1 ) and (x 2 ,y 2 ).

practice 1

Solving Multi-Step Equations

Follow the order of operations, rearrange to make the unknown variable the subject, and solve for its integer value.

worksheet 1

Identifying Functions from Ordered Pairs

Observe each set of ordered pairs given in Part A, figure out ordered pairs from graphs in Part B, and state if they represent a function.

printable 1

Translation on Graphs | Writing Coordinates

Slide each figure in the said direction: up or down, left or right. Write the coordinates of the shifted image.

pdf 3

Congruence | Congruent Parts

Complete the congruence statement for each pair of triangles by writing the corresponding side or corresponding angle.

Finding the Interior Angle

Finding the Interior Angle

Find the measure of the indicated interior angle by subtracting the sum of the known angles from 180.

Interior Angles - Finding the Unknown

Interior Angles - Finding the Unknown

Observe whether the interior angles lie on the same side or opposite sides of the transversal and find the unknown angle.

Identifying Right Triangles

Identifying Right Triangles

Square the adjacent and opposite sides of the triangle; take the root of their sum; if you arrive at the hypotenuse, then it's a right triangle.

Volume of Cones

Volume of Cones

Plug the given radius(r) and height(h) in the formula V = 1/3πr 2 h and find the volume of the cone.

pdf 4

Mean, Median, Mode, and Range

Read each word problem with a real-life scenario and find the mean, median, mode, and range for each data set.

Converting Fractions to Percent

Converting Fractions to Percent

Switch each fraction to percent by multiplying the numerator by 100, dividing the product by the denominator, and adding the % symbol.

title

Finding the Square of Square Roots

The square of a square root is the radicand. So, simply multiply the radicand with the square of the number outside the root.

Convert to the Standard Form

Convert to the Standard Form

Isolate the x and y-terms to one side and the constant to the other side of the equation and rewrite it in the form: ax + by = c.

printable 4

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></center></p><h2>EVERYTHING YOU NEED FOR GRADE 8</h2><p>Get access to over 350 math worksheets as well as lesson planning resources for Grade 8 (aged 13-14) Mathematics. Cazoom Math is a trusted provider of Math worksheets for school children, and this set of Math worksheets is ideal for students in the final year of middle school.</p><ul><li>Used by over 50,000 teachers, parents, and schools around the world</li><li>All our math worksheets are aligned to the common core state standards</li><li>Perfect for use in the classroom or for additional home learning</li></ul><h2>GET 30 OF OUR FAVORITE MATH WORKSHEETS IN YOUR INBOX NOW!</h2><p>Math worksheets for 8th grade students.</p><p><center><img style=

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8th Grade Math Worksheets

8th Grade Math Worksheets

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8th Grade Math Worksheets and Study Guides

The big ideas in Eighth Grade Math include understanding the concept of a function and using functions to describe quantitative relationships and analyzing two- and three-dimensional space and figures using distance, angle, similarity, and congruence.

Math Worksheets and Study Guides Eighth Grade

Data analysis & probability, collecting and describing data, displaying data, experimental probability, theoretical probability and counting, using graphs to analyze data, expressions & equations, equations and inequalities, integer operations, linear equations, linear relationships, ratios, proportions and percents, solving equations and inequalities, solving linear equations, patterns in geometry, perimeter and area, plane figures, similarity and scale, three dimensional geometry/measurement, the number system, applications of percent, mathematical processes, numbers and percents, polynomials and exponents, rational numbers and operations, real numbers, newpath learning resources are fully aligned to us education standards. select a standard below to view aligned activities for your selected subject and grade:.

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Geometry gets much more difficult at this level. Algebra begins to take part in the mix and is expected to be understood. Three step problems become commonplace and are required to complete the majority of the problem types that you will encounter. Functions become very routine and students need to have a full grasp of the difference between equations and expressions. We also have 8th grade math posters . Having access to our 8th grade math tests can be really helpful for students and teachers.

The Number System

  • Irrational Numbers and Decimal Expansion (8.NS.A.1) - When you cannot write a real number as a fraction, it is called irrational. We look at moving decimal values through base-10 operations.
  • Approximations of Irrational Numbers (8.NS.A.2) - We spend some time with assessing imperfect square roots and placing them on a number line.

Expressions and Equations

  • Properties of Integer Exponents (8.EE.A.1) - We look at exponents when they undergo several different forms of operations.
  • Evaluating Negative Exponents (8.EE.A.1) - Negative exponents result in a reciprocal being raised to a positive power.
  • Products of Exponents (Product Rule) (8.EE.A.1) - When multiplying exponents that have the same base, we simply add the exponents.
  • Products and Quotients to a Power (8.EE.A.1) - If you add exponents when multiplying powers to the same base, the opposite is true when dividing.
  • Quotients of Exponents (8.EE.A.1) - This is a straight review for the above topic.
  • Zero and Negative Exponents (8.EE.A.1) - Anything raised to a zero power will result in the value of one.
  • Square and Cube Roots (8.EE.A.2) - We look at how to approach calculating the final values.
  • Square Root Word Problems (8.EE.A.2) - These story problems all require a square root to be calculated.
  • Powers of Ten and Scientific Notation (8.EE.A.3) - We look at how to write large and small values by using scientific notation.
  • Scientific Notation Word Problems (8.EE.A.4) - Obviously most of these problems lend themselves to science based scenarios.
  • Scientific Notation Addition and Subtraction (8.EE.A.4) - Students learn how to calculate sums and differences of values that are in scientific notation.
  • Scientific Notation Multiplication and Division (8.EE.A.4) - We look at the other two major operations in this environment.
  • Graphing Proportional Relationships (8.EE.B.5) - Learning to do this well will help you spot trends in data.
  • Using Similar Triangles to Find Slope (8.EE.B.6) - When all the angles of two triangles are congruent, you can use this powerful method to learn missing parts of one of the triangles.
  • Linear Equations in One Variable (8.EE.C.7a) - This helps students really master the concepts behind linear equations.
  • Simultaneous Linear Equations (8.EE.C.7b) - This is where you start moving into more advanced forms of algebra.
  • Finding Where Lines Intersect (8.EE.C.8) - These worksheets focus on finding a point that both lines share.
  • Functions as Inputs and Outputs (8.F.A.1) - You feed the function with inputs and it will produce an output for you.
  • Solving Basic Function Tables (8.F.A.1) - Use the data tables to determine the function that is exhibited by the data.
  • Comparing Properties of Two Functions (8.F.A.2) - We focus on the algebraic and graphically methods of comparison.
  • Equation of a Straight Line (8.F.B.3) - We describe lines with equations that show us points on the line.
  • Using Functions to Model a Linear Relationship (8.F.B.4) - These models can help us find the rate of change that a function displays.
  • Point and Slope (8.F.B.4) - We compare the slope that exists between two given points.
  • Understanding the y-Intercept (8.F.B.4) - The point at which a line touches the y-axis.
  • Analyzing Functional Relationships by Graphing (8.F.B.5) - Understanding what the data in a graph indicates is a flagship portion of this section of the curriculum.
  • Properties of Rotations, Reflections, and Translations (8.G.A.1) - We help students explain and interpret various transformations in a coordinate system.
  • Two-dimensional Congruent Figures (8.G.A.2) - We look at congruence and what it means between two shapes.
  • Understanding Congruent Shapes (8.G.A.2) - What is the significance of congruence?
  • Dilations, Translations, Rotations, and Reflections (8.G.A.3) - We have students predict the outcome of various movements of shapes and points.
  • Understanding Similar Figures (8.G.A.4) - Learn to identify what can be learned from two figures that are similar.
  • Angle Sums and Exterior Angles of Triangles (8.G.A.5) - Internal angles of a triangle should measure one-hundred and eighty degrees. Exterior angles need to be evaluated on a case by case basis.
  • Pythagorean Theorem Proofs and its Converse (8.G.B.6) - We learn a great deal about right triangles and how to use them to learn more about a system.
  • Unknown Side Lengths in Right Triangle (8.G.B.7) - An application of the Pythagorean theorem.
  • Pythagorean Theorem On Coordinate Systems (8.G.B.8) - We draw new lines and infer the values of measures with this technique.
  • Pythagorean Theorem (8.G.B.8) - We see if we can determine when we can apply this formula.
  • Pythagorean Theorem Word Problems (8.G.B.8) - These problems lend themselves to all forms of physical construction.
  • Volumes of Cones, Cylinders, and Spheres (8.G.C.9) - The applications of these simple calculations are far reaching.

Statistics & Probability

  • Scatter Plots for Bivariate Data (8.SP.A.1) - This helps use understand the data and identify trends.
  • Using Straight Lines to Model Relationships (8.SP.A.2) - We can easily see how two lines are related using this method.
  • Interpreting Slope and Intercept (8.SP.A.3) - This tells us much more about a line than you would first think could be possible.
  • Patterns of Association (Using Data Tables) (8.SP.A.4) - This is a look at raw data and identifying themes or trends between variables.

What Math Skills Should a Student Entering High School Have?

Are you entering high school and fretting over what mathematical skills should you have? Are you in 8th grade and getting ready to go to the Big House soon? Undoubtedly, entering high school calls for having strong mathematical and analytical skills. They are of vital importance in dealing with complex statistical and mathematical concepts. Beyond academia, mathematical knowledge increases the ability to exercise judgment and logic in your daily life. Regardless of how well you have performed in the previous classes, high school needs you to upgrade and enhance your mathematical skills. The following are the mathematical skills you need to enter before you enter high school. Number Sense and Operations: To be able to deal with all arithmetic facets, you need to be well-versed with the concept of absolute numbers, the order of operations, ratio and proportions, the concept of real, rational and complex numbers. Algebra, Functions, and Modeling: The use of algebraic models is very common in the engineering and technological fields when devising budgets and exploring unknown quantities. This skill also requires being able to translate words into numbers. Geometry: This skill involves requiring interpretation of basic geometrical concepts, understanding corresponding or congruent angels. Finding arc lengths, volumes, and area all two-dimensional shapes. Probability and Statistics: when interpreting and organizing data to conclude quantitative data, having probability and statistical skills are essential for high school. As students transition from the 8th grade to high school, we see an increased level of math anxiety in the student population as a whole. It may be related to the increased testing and generalized assessments. Social pressures also encourage students to conform to general statement that they do not like math or that it is too hard. It is easier to say that then to push through and give your best effort. You will see that students tend to avoid things that they fear or have had a negative experience with. As is true of people of all ages. You can help overcome this, as a teacher or parent, by creating a positive environment where math is seen as a fun challenge. It also helps to help students who are struggling in small groups or one on one. The most important thing to remember is to be there for your students answer questions and model a positive math environment at all times. When things are not viewed as impossible, students will have a better mindset to work with.

The 8th Grade Math Curriculum

As with all levels of the math curriculum there is a great deal of spiral learning here. Which means that students are building off of their prior knowledge of topics in many areas. The curriculum is broken into five major areas but having taught it for over a decade I can assure that are great deal of emphasis is set in certain areas. I feel like the concentrations on the units that involve number system, statistics, and probability are very short and they are solely taking what the students already know and help them elevate just a bit more.

The greatest amount of time is spent on helping students to start thinking algebraically. It begins with transitioning order of operations skills to solving single step equations. Students leaning heavily on understanding the properties of operations such as the associative, communicative, and distributive properties. The goal is to make them comfortable with manipulating expressions and equations so that they can advance further. They then advance to working with linear equations and interpreting data sets to locate trends, patterns, and even outliers that may exist. The focus of all this is to help students understand how to identify quantitative relationships that can be found within data sets.

Geometry also has a strong presence at this level. Previously students focused on naming shapes and some properties that they may have. At the 8th grade level students now begin to not only measure sides, angles, and planes; they learn to calculate missing or unknown values based on geometric postulates and theorems. Working of the concepts of similarity and congruence students begin to write mathematical proofs.

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Printable Math Worksheets

Eighth Grade Math Worksheets

You may freely use any of the eighth grade math worksheets below in your classroom or at home. Just click on the math worksheet title and click on the download link under the worksheet image. Feel free to duplicate as necessary.

Equations and Transversals

Students determine the values of variables in algebraic expressions that represent measures of angles that are formed by two parallel lines and a transversal. Involves facts about vertical angles and linear pairs. This activity is designed for 8th grade +

Parallel Lines & Transversals

Students practice naming pairs of angles that are formed by two parallel lines and a transversal. This activity is designed for students in Grades 8 and up.

Parallel Lines: Finding the Unknown

Students write the equation they would use to determine a missing value in a diagram formed by two parallel lines and a transversal, then solving the equation. Designed for 8th grade +.

Special Angle Pairs with Parallel Lines

In this angle worksheet, students list pairs of angles in a figure that fall into each category of angles that are formed by two parallel lines and a transversal. Then they answer True/False with a diagram made up of two parallel lines with two transversals. Designed for 8th grade and up. An 8th grade + geometry activity.

Using Properties of Parallel Lines

In this geometry activity, students find the missing angle measures in diagrams that are formed by parallel lines and transversals. This worksheet is designed for students in Grades 8 +.

Working With Congruent Angles

Your student will identify congruent angles with this worksheet.

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8th Grade Online Math Worksheets

According to the Common Core Standards, in Grade 8, instructional time should focus on three critical areas: (1) formulating and reasoning about expressions and equations, including modeling an association in bivariate data with a linear equation, and solving linear equations and systems of linear equations; (2) grasping the concept of a function and using functions to describe quantitative relationships; (3) analyzing two- and three-dimensional space and figures using distance, angle, similarity, and congruence, and understanding and applying the Pythagorean Theorem.

8th Grade Domains

If you know a particular Common Core Domain that you'd like to practice, you can drill down to it here.

  • Know that there are numbers that are not rational, and approximate them by rational numbers.
  • Work with radicals and integer exponents.
  • Understand the connections between proportional relationships, lines, and linear equations.
  • Analyze and solve linear equations and pairs of simultaneous linear equations.
  • Define, evaluate, and compare functions.
  • Use functions to model relationships between quantities.
  • Understand congruence and similarity using physical models, transparencies, or geometry software.
  • Understand and apply the Pythagorean Theorem.
  • Solve real-world and mathematical problems involving volume of cylinders, cones and spheres.
  • Investigate patterns of association in bivariate data.

All 8th Grade Online Math Worksheets

This is a listing of all our 8th Grade Online Math Worksheets. Newest worksheets are on top!

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Free Printable Math Word Problems Worksheets for 8th Grade

Math Word Problems: Discover a vast collection of free printable worksheets for Grade 8 students, created by Quizizz. Enhance your students' problem-solving skills and mathematical understanding with these comprehensive resources.

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Explore printable Math Word Problems worksheets for 8th Grade

Math Word Problems worksheets for Grade 8 are an essential resource for teachers looking to challenge their students and help them develop critical thinking and problem-solving skills. These worksheets cover a wide range of topics, including algebra, geometry, and statistics, ensuring that students have a solid foundation in math. By incorporating real-life scenarios and engaging themes, these worksheets not only make math more relatable but also help students see the practical applications of the concepts they are learning. Teachers can easily incorporate these worksheets into their lesson plans, using them as supplementary material, homework assignments, or even as assessment tools. With a variety of difficulty levels and question types, Math Word Problems worksheets for Grade 8 cater to the diverse needs of students and ensure that they are well-prepared for future math courses.

Quizizz is a fantastic platform that offers not only Math Word Problems worksheets for Grade 8 but also a plethora of other resources for teachers to enhance their students' learning experience. With Quizizz, teachers can create interactive quizzes, polls, and presentations to engage students and make learning fun. The platform also allows teachers to track their students' progress and identify areas where they may need additional support. In addition to Math Word Problems worksheets for Grade 8, Quizizz offers resources for other subjects and grade levels, making it a one-stop-shop for all your educational needs. The user-friendly interface and customizable features make Quizizz an invaluable tool for teachers looking to incorporate technology into their classrooms and provide their students with a dynamic and interactive learning experience.

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Scientific Notation Worksheets

Created: February 13, 2024

Last updated: February 13, 2024

One way to simplify the presentation of big or tiny numbers is using scientific notation. Using scientific notation is one approach to making these figures more straightforward. Using the multiplication method of single-digit integers and then increasing to the power of the relevant exponent, scientific notation allows students to express very large or small numbers.

Scientific notation can appear complex to kids when explained verbally, so educational resources like YouTube videos and other online resources are often needed.

Keep reading this article to know more about the scientific notation worksheets to make math easier.

All About The Scientific Notation Worksheets

Scientific notation requires the shift of the decimal point to the right or left to form a whole number between one and ten, omitting 10. When you shift the decimal point to the right, your exponent equals minus the number of places transferred to the negative side.

When students in 8th grade use the scientific notation math worksheets, they can get introduced to the standard way the concept is expressed: a × 10b; 1 ≤ a < 10. In the expression, “a” stands for the coefficient, and “b” stands for the exponent. In this case, the coefficient is a left-to-right integer with a mantissa added. The significant digits to the right of the decimal point are called the mantissa.

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How to Use the Scientific Notation Worksheet

By using scientific notation worksheets and answers, students may express 567,000 easily. In this example, the non-zero digits of the number are 5, 6, and 7. The decimal representation of these digits is a number between one and ten. This yields a representation of 5.67 for 567,000.

With the scientific notation 8th grade common core worksheets, the next step is to find the necessary power of 10 to get the value back to its original state. To do this, we see that to get 567,000, we need to shift the decimal point five places to the right. Therefore, 10^5 is the power of 10.

So, 567,000 is written as (5.67 \times 10^5) in scientific notation. In a bid to make the original numerical value more compact, this scientific notation multiplies the decimal component (5.67) by 10, raised to the power of 5, to get the new value.

Why Should You Use a Scientific Notation Worksheets

Math is complex and challenging, according to most pupils all across the globe, as they are scared off by the very mention of the topic. Although students may find it challenging, professionals have developed tactics and approaches like using worksheets to make things simpler for everyone. Now, students can use math scientific notation worksheets to streamline the process of understanding scientific notation. 

Scientific notation printable worksheets are helpful because they reduce the complexity, ease of use, and potential for mistakes in mathematical operations.

As a seasoned educator with a Bachelor’s in Secondary Education and over three years of experience, I specialize in making mathematics accessible to students of all backgrounds through Brighterly. My expertise extends beyond teaching; I blog about innovative educational strategies and have a keen interest in child psychology and curriculum development. My approach is shaped by a belief in practical, real-life application of math, making learning both impactful and enjoyable.

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10+ Addition Fact Chart Worksheets | Free Printable

With the help of these free addition fact chart worksheets, you can better understand and visualize addition facts. With the help of our free printable worksheets, first-graders may enhance their basic math skills and learn how to use the basic addition fact chart.

Practicing Addition Fact Chart from 1 to 6 Worksheets

Practicing Addition Fact Chart from 1 to 6 Worksheets

There are some charts with the addition of facts from 1 to 6 on this worksheet. Add the numbers to the charts and write the correct answers.

Practicing Addition Fact Chart from 7 to 12 Worksheets

Practicing Addition Fact Chart from 7 to 12 Worksheets

This worksheet contains some charts with the addition of facts from 7 to 12. Add the numbers to the charts and write the correct answers.

Solving Addition Fact Chart Worksheets

Solving Addition Fact Chart Worksheets

A chart of addition facts is included in this worksheet . Add the numbers written on the first row and column. Then write their answers on the table.

Identifying the Correct Answers from Addition Fact Chart Worksheets

Identifying the Correct Answers from Addition Fact Chart Worksheets

A few addition fact charts  are included in this worksheet. Add the numbers written on the first row and column . Then check their answers on the table. Color the correct box of the answers and find your path to get the reward.

Thus, we’ve covered addition fact chart worksheets using addition, completing tables, solving puzzles, and more today. After downloading our free worksheets, kids will undoubtedly become more proficient in mathematics and better understand addition fact chart.

10+ Addition Fact Chart Worksheets | Free Printable

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8th Grade MAP Math Worksheets: FREE & Printable

Looking for free printable MAP Math worksheets and exercises to help your 8th-grade students prepare for the 8th Grade MAP Mathematics test?

8th Grade MAP Math Worksheets: FREE & Printable

Need 8th Grade MAP Mathematics Practice exercises and activities to measure your students’ exam readiness? If so, then look no further.

Here is a comprehensive collection of FREE 8th Grade Mathematics worksheets that would help your students in 8th Grade MAP Math preparation and practice.

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    When students in 8th grade use the scientific notation math worksheets, they can get introduced to the standard way the concept is expressed: a × 10b; 1 ≤ a < 10. In the expression, "a" stands for the coefficient, and "b" stands for the exponent. In this case, the coefficient is a left-to-right integer with a mantissa added.

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