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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.

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.

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 ).

Solving Multi-Step Equations

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

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.

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.

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.

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.

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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.

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8th Grade Math Practice

In 8th grade math practice you will get all types of examples on different topics along with the solutions. 8th grade math worksheets are arranged in such a way that students can learn math while practicing it step by step.

Keeping in mind the mental level of child in 8th grade, every efforts has been made to introduce new concepts in a simple language, so that the child understands them easily. The difficulty level of the problems has been reduced and mathematical concepts have been explained in the simplest possible way. Each topic contains a large number of examples to understand the applications of concepts. In 8th grade math test we need to learn Rational Numbers, Exponents, Square and Square Roots, Cubes and Cube roots, Operations on Algebraic Expressions, Factorization, Linear Equations, Profit and Loss, Compound Interest, Ratio and Proportion, Time and Work and in geometry we learn Quadrilaterals, Parallelograms, Construction of Quadrilaterals, Three-Dimensional Figures, Area of a Trapezium and a Polygon, Volume and Surface Area of Solids, Data Handling, Constructing and Interpreting Bar Graphs, Pie Charts, Probability, Graphs, etc……

If student follow math-only-math they can improve their knowledge by practicing the worksheets for 8th graders which will them to score in their exam.

Sets Theory : Brief description on set theory and the important sets used in mathematics.

Representation of a Set : Definition with examples of statement form, roster form or tabular form, set builder form cardinal number of a set and the standard sets of numbers.

Types of Sets : Definition with examples of empty set or null set, singleton set, finite set, infinite set, cardinal number of a set, equivalent set and equal sets.

Finite Sets and Infinite Sets : Learn how to distinguish between finite set and infinite set with examples.

Power Set : Explanation on power sets will help us to get the basic concepts if sets with examples.

Problems on Union of Sets : Learn how to find the union of two or more sets and worked-out examples of operations on union of sets.

Problems on Intersection of Sets : Learn how to find the intersection of two or more sets and worked-out examples of operations on intersection of sets.

Difference of two Sets : Learn how to find the difference between the two sets and worked-out examples.

Complement of a Set : Definition of complement of a set and their properties with some worked-out examples.

Problems on Complement of a Set : Learn how to find the complement of two or more sets and worked-out examples of operations on complement of sets.

Problems on Operation on Sets : Learn how to find the union and intersection of two or more sets and worked-out examples of the two basic operations of sets.

Word Problems on Sets : Apply set operations to solve word problems involving the properties of union and intersection of sets.

Venn Diagrams in Different Situations : Learn how to use the Venn diagrams in different situations to find the different sets.

Relationship in Sets using Venn Diagram : Learn how to find the relationship of the union, intersection and difference of the two sets using Venn-diagram.

Union of Sets using Venn Diagram : Diagrammatic representation to find the union of two sets and their properties, worked-out examples.

Intersection of Sets using Venn Diagram : Diagrammatic representation to find the intersection of two sets and their properties, worked-out examples.

Disjoint of Sets using Venn Diagram : Learn how to represent the disjoint sets of union and intersection using Venn-Diagram.

Difference of Sets using Venn Diagram : Learn how to represent the difference between two sets using Venn-Diagram.

Examples on Venn Diagram : Learn how to use the basic concepts of sets for solving the different types of problems on Venn diagram.

● Relations and Mapping

Cartesian Product of Two Sets

Domain and Range of a Relation

Practice Test on Math Relation

Functions or Mapping

Domain Co-domain and Range of Function

Math Practice Test on Function

● Relations and Mapping - Worksheets

Worksheet on Math Relation

Worksheet on Functions or Mapping

● Cube and Cube Roots

To Find if the Given Number is a Perfect Cube

Method for Finding the Cube of a Two-Digit Number

Table of Cube Roots

● Cube and Cube Roots - Worksheets

Worksheet on Cube

Worksheet on Cube and Cube Root

Worksheet on Cube Root

● Rational Numbers

Introduction of Rational Numbers

What is Rational Numbers?

Is Every Rational Number a Natural Number?

Is Zero a Rational Number?

Is Every Rational Number an Integer?

Is Every Rational Number a Fraction?

Positive Rational Number

Negative Rational Number

Equivalent Rational Numbers

Equivalent form of Rational Numbers

Rational Number in Different Forms

Properties of Rational Numbers

Lowest form of a Rational Number

Standard form of a Rational Number

Equality of Rational Numbers using Standard Form

Equality of Rational Numbers with Common Denominator

Equality of Rational Numbers using Cross Multiplication

Comparison of Rational Numbers

Rational Numbers in Ascending Order

Rational Numbers in Descending Order

Representation of Rational Numbers on the Number Line

Rational Numbers on the Number Line

Addition of Rational Number with Same Denominator

Addition of Rational Number with Different Denominator

Addition of Rational Numbers

Properties of Addition of Rational Numbers

Subtraction of Rational Number with Same Denominator

Subtraction of Rational Number with Different Denominator

Subtraction of Rational Numbers

Properties of Subtraction of Rational Numbers

Rational Expressions Involving Addition and Subtraction

Simplify Rational Expressions Involving the Sum or Difference

Multiplication of Rational Numbers

Product of Rational Numbers

Properties of Multiplication of Rational Numbers

Rational Expressions Involving Addition, Subtraction and Multiplication

Reciprocal of a Rational Number

Division of Rational Numbers

Rational Expressions Involving Division

Properties of Division of Rational Numbers

Rational Numbers between Two Rational Numbers

To Find Rational Numbers

● Rational Numbers - Worksheets

Worksheet on Rational Numbers

Worksheet on Equivalent Rational Numbers

Worksheet on Lowest form of a Rational Number

Worksheet on Standard form of a Rational Number

Worksheet on Equality of Rational Numbers

Worksheet on Comparison of Rational Numbers

Worksheet on Representation of Rational Number on a Number Line

Worksheet on Adding Rational Numbers

Worksheet on Properties of Addition of Rational Numbers

Worksheet on Subtracting Rational Numbers

Worksheet on Addition and Subtraction of Rational Number

Worksheet on Rational Expressions Involving Sum and Difference

Worksheet on Multiplication of Rational Number

Worksheet on Properties of Multiplication of Rational Numbers

Worksheet on Division of Rational Numbers

Worksheet on Properties of Division of Rational Numbers

Worksheet on Finding Rational Numbers between Two Rational Numbers

Worksheet on Word Problems on Rational Numbers

Worksheet on Operations on Rational Expressions

Objective Questions on Rational Numbers

● Ratio and Proportion

What is Ratio and Proportion?

Practice Test on Ratio and Proportion

Worked out Problems on Ratio and Proportion

● Ratio and Proportion - Worksheets

Worksheet on Ratio and Proportion

● Significant Figures

Significant Figures

● Significant Figures - Worksheets

Worksheet on Significant Figures

● Fun with Numbers

Playing with Numbers

Test of Divisibility

Number Puzzles and Games

● Fun with Numbers - Worksheets

Worksheet on Number Puzzles and Games

Laws of Exponents

Rational Exponent

Integral Exponents of a Rational Numbers

Solved Examples on Exponents

Practice Test on Exponents

● Exponents - Worksheets

Worksheet on Exponents

Perfect Square or Square Number

Properties of Perfect Squares

● Square - Worksheets

Worksheet on Squares

● Square Root

Square Root of a Perfect Square by using the Prime Factorization Method

Square Root of a Perfect Square by Using the Long Division Method

Square Root of Numbers in the Decimal Form

Square Root of Number in the Fraction Form

Square Root of Numbers that are Not Perfect Squares

Table of Square Roots

Practice Test on Square and Square Roots

● Square Root- Worksheets

Worksheet on Square Root using Prime Factorization Method

Worksheet on Square Root using Long Division Method

Worksheet on Square Root of Numbers in Decimal and Fraction Form

● Algebraic Expression

Algebraic Expression

Addition of Algebraic Expressions

Subtraction of Algebraic Expressions

Multiplication of Algebraic Expression

Division of Algebraic Expressions

Formula and Framing the Formula

Change the Subject of a Formula

Changing the Subject in an Equation or Formula

Practice Test on Framing the Formula

● Formula - Worksheets

Worksheet on Framing the Formula

Worksheet on Changing the Subject of a Formula

Worksheet on Changing the Subject in an Equation or Formula

● Factorization

Factors of Algebraic Expressions

Monomial is a Common Factor

Factorization when Monomial is Common

Binomial is a Common Factor

Factorization when Binomial is Common

Factorization by Grouping

Factorize by Grouping The Terms

Factoring Terms by Grouping

Factorization by Regrouping

Factorize by Regrouping The Terms

Factoring Terms by Regrouping

Factorization by Using Identities

Factorization of Perfect Square

Factorization of Perfect Square Trinomials

Difference of Two Squares

Factoring Differences of Squares

Factorize the Difference of Two Squares

Evaluate the Difference of Two Squares

Factorize the Trinomial x^2 + px + q

Factorize the Trinomial ax^2 + bx + c

Factorization of Quadratic Trinomials

● Factorization - Worksheet

Worksheet on Factoring Algebraic Expression

Worksheet on Factoring Binomials

Worksheet on Factoring by Grouping

Worksheet on Factorization by Regrouping

Worksheet on Factoring out a Common Binomial Factor

Worksheet on Factoring Identities

Worksheet on Factoring the Differences of Two Squares

Worksheet on Factorization using Formula

Worksheet on Factoring Trinomials

Worksheet on Factoring Simple Quadratics

Worksheet on Factoring Quadratic Trinomials

Worksheet on Factoring Trinomials by Substitution

Worksheet on Factorization

● Simplification of Algebraic Fractions

Algebraic Fractions

Arithmetic Fraction and Algebraic Fraction

Highest Common Factor of Monomials

Highest Common Factor of Monomials by Factorization

Lowest Common Multiple of Monomials

Lowest Common Multiple of Monomials by Factorization

Highest Common Factor of Polynomials

Lowest Common Multiple of Polynomials

H.C.F. of Polynomials by Factorization

Highest Common Factor of Polynomials by Factorization

L.C.M. of Polynomials by Factorization

Lowest common multiple of Polynomials by Factorization

H.C.F. of Polynomials by Division Method

H.C.F. of Polynomials by Long Division Method

Relation Between H.C.F. and L.C.M. of Two Polynomials

Reduce Algebraic Fractions to its Lowest Term

Simplification of Algebraic Fractions

Rule of Separation of Division

Sum and Difference of Algebraic Fractions

Problems on Algebraic Fractions

Solving Algebraic Fractions

Multiplication of Algebraic Fractions

Division of Algebraic Fractions

● Simplification of Algebraic Fractions - Worksheets

Worksheet on H.C.F. of Monomials

Worksheet on L.C.M. of Monomials

Worksheet on H.C.F. and L.C.M. of Monomials

Worksheet on H.C.F. of Polynomials

Worksheet on L.C.M. of Polynomials

Worksheet on H.C.F. and L.C.M. of Polynomials

Worksheet on Reducing Algebraic Fractions

Worksheet on Algebraic Expressions to the Lowest Terms

Worksheet on Algebraic Fractions

Worksheet on Simplifying Algebraic Fractions

What is an Equation?

What is a Linear Equation?

How to Solve Linear Equations?

Solving Linear Equations

Problems on Linear Equations in One Variable

Word Problems on Linear Equations in One Variable

Practice Test on Linear Equations

Practice Test on Word Problems on Linear Equations

● Equations - Worksheets

Worksheet on Linear Equations

Worksheet on Word Problems on Linear Equation

● Simultaneous Linear Equations

Simultaneous Linear Equations

Comparison Method

Elimination Method

Substitution Method

Cross-Multiplication Method

Solvability of Linear Simultaneous Equations

Pairs of Equations

Word Problems on Simultaneous Linear Equations

Practice Test on Word Problems Involving Simultaneous Linear Equations

● Simultaneous Linear Equations - Worksheets

Worksheet on Simultaneous Linear Equations

Worksheet on Problems on Simultaneous Linear Equations

● Linear Inequations

What are Linear Inequality?

What are Linear Inequations?

Properties of Inequation or Inequalities

Representation of the Solution Set of an Inequation

Practice Test on Linear Inequation

● Linear Inequations - Worksheets

Worksheet on Linear Inequations

● Quadratic Equations

Quadratic Equations

● Quadratic Equations - Worksheets

Worksheet on Quadratic Equations

Fraction into Percentage

Percentage into Fraction

Percentage into Ratio

Ratio into Percentage

Percentage into Decimal

Decimal into Percentage

Percentage of the given Quantity

How much Percentage One Quantity is of Another?

Percentage of a Number

Increase Percentage

Decrease Percentage

Basic Problems on Percentage

Solved Examples on Percentage

Problems on Percentage

Real Life Problems on Percentage

Word Problems on Percentage

Application of Percentage

● Percentage - Worksheets

Worksheet on Fraction into Percentage

Worksheet on Percentage into Fraction

Worksheet on Percentage into Ratio

Worksheet on Ratio into Percentage

Worksheet on Percentage into Decimal

Worksheet on Percentage of a Number

Worksheet on Finding Percent

Worksheet on Finding Value of a Percentage

Worksheet on Percentage of a Given Quantity

Worksheet on Word Problems on Percentage

Worksheet on Increase Percentage

Worksheet on Decrease Percentage

Worksheet on increase and Decrease Percentage

Worksheet on Expressing Percent

Worksheet on Percent Problems

Worksheet on Finding Percentage

● Profit, Loss and Discount

Calculating Profit Percent and Loss Percent

Word Problems on Profit and Loss

Examples on Calculating Profit or Loss

Practice Test on Profit and Loss

Practice Test on Profit Loss and Discount

● Profit, Loss and Discount - Worksheets

Worksheet to Find Profit and Loss

Worksheets on Profit and Loss Percentage

Worksheet on Gain and Loss Percentage

Worksheet on Discounts

● Time and Work

Pipes and Cistern

Practice Test on Time and Work

● Time and Work - Worksheets

Worksheet on Time and Work

● Time and Distance

Relationship between Speed, Distance and Time

Conversion of Units of Speed

Problems on Calculating Speed

Problems on Calculating Distance

Problems on Calculating Time

Two Objects Move in Same Direction

Two Objects Move in Opposite Direction

Train Passes a Moving Object in the Same Direction

Train Passes a Moving Object in the Opposite Direction

Train Passes through a Pole

Train Passes through a Bridge

Two Trains Passes in the Same Direction

Two Trains Passes in the Opposite Direction

● Time and Distance - Worksheets

Worksheet on Conversion of Units of Speed

Worksheet on Calculating Time

Worksheet on Calculating Speed

Worksheet on Calculating Distance

Worksheet on Train Passes through a Pole

Worksheet on Train Passes through a Bridge

Worksheet on Relative Speed

Worksheet on Decimal into Percentage

● Simple Interest

What is Simple Interest?

Calculate Simple Interest

Practice Test on Simple Interest

● Simple Interest - Worksheets

Simple Interest Worksheet

● Compound Interest

Compound Interest

Compound Interest with Growing Principal

Compound Interest with Periodic Deductions

Compound Interest by Using Formula

Compound Interest when Interest is Compounded Yearly

Compound Interest when Interest is Compounded Half-Yearly

Compound Interest when Interest is Compounded Quarterly

Problems on Compound Interest

Variable Rate of Compound Interest

Difference of Compound Interest and Simple Interest

Practice Test on Compound Interest

Uniform Rate of Growth

Uniform Rate of Depreciation

Uniform Rate of Growth and Depreciation

● Compound Interest - Worksheet

Worksheet on Compound Interest

Worksheet on Compound Interest when Interest is Compounded Half-Yearly

Worksheet on Compound Interest with Growing Principal

Worksheet on Compound Interest with Periodic Deductions

Worksheet on Variable Rate of Compound Interest

Worksheet on Difference of Compound Interest and Simple Interest

Worksheet on Uniform Rate of Growth

Worksheet on Uniform Rate of Depreciation

Worksheet on Uniform Rate of Growth and Depreciation

● Ratio and Proportion (Direct & Inverse Variation)

Direct Variation

Inverse Variation

Practice Test on Direct Variation and Inverse Variation

Worksheet on Direct Variation

Worksheet on Inverse Variation

● Probability

Probability

● Probability - Worksheets

Worksheet on Probability

● Lines and Angles

Basic Geometrical Concepts

Classification of Angles

Some Geometric Terms and Results

Complementary Angles

Supplementary Angles

Complementary and Supplementary Angles

Adjacent Angles

Linear Pair of Angles

Vertically Opposite Angles

Transversal Line

Parallel and Transversal Lines

● Parallelogram

Properties of a Rectangle Rhombus and Square

Problems on Parallelogram

Practice Test on Parallelogram

● Parallelogram - Worksheet

Worksheet on Parallelogram

● Quadrilateral

What is Quadrilateral?

Different Types of Quadrilaterals

Construction of Quadrilaterals

Construct Different Types of Quadrilaterals

● Quadrilateral - Worksheets

Quadrilateral Worksheet

Worksheet on Construction on Quadrilateral

Worksheet on Different Types of Quadrilaterals

● Three-Dimensional Figures

Three-Dimensional Figures

● Three-Dimensional Figures - Worksheets

Worksheet on Three Dimensional Figures

● Mensuration

Area and Perimeter

Perimeter and Area of Rectangle

Perimeter and Area of Square

Area of the Path

Area and Perimeter of the Triangle

Area and Perimeter of the Parallelogram

Area and Perimeter of Rhombus

Area of Trapezium

Circumference and Area of Circle

Units of Area Conversion

Practice Test on Area and Perimeter of Rectangle

Practice Test on Area and Perimeter of Square

● Mensuration - Worksheets

Worksheet on Area and Perimeter of Rectangles

Worksheet on Area and Perimeter of Squares

Worksheet on Area of the Path

Worksheet on Circumference and Area of Circle

Worksheet on Area and Perimeter of Triangle

● Volume and Surface Area of Solids

Volume of Cubes and Cuboids

Worked-out Problems on Volume of a Cuboid

● Area of a Trapezium

Area of a Trapezium

Area of a Polygon

● Area of a Trapezium - Worksheet

Worksheet on Trapezium

Worksheet on Area of a Polygon

● Area Proposition

Figure on Same Base and between Same Parallels

Parallelograms on Same Base and between Same Parallels

Parallelograms and Rectangles on Same Base and between Same Parallels

Triangle and Parallelogram on Same Base and between Same Parallels

Triangle on Same Base and between Same Parallels

● Area Proposition - Worksheets

Worksheet on Same Base and Same Parallels

● Data Handling

Frequency Distribution

Grouping of Data

● Data Handling - Worksheet

Worksheet on Data Handling

● Constructing and Interpreting Bar Graphs or Column Graphs

Bar Graph or Column Graph

● Bar Graphs or Column Graphs - Worksheets

Worksheet on Bar Graphs or Column Graphs

● Pie Charts or Pie Graphs

● Pie Charts or Pie Graphs - Worksheets

Worksheet on Pie Chart

● Coordinate Geometry

Coordinate Graph

Ordered pair of a Coordinate System

Plot Ordered Pairs

Coordinates of a Point

All Four Quadrants

Signs of Coordinates

Find the Coordinates of a Point

Coordinates of a Point in a Plane

Plot Points on Co-ordinate Graph

Graph of Linear Equation

Simultaneous Equations Graphically

Graphs of Simple Function

Graph of Perimeter vs. Length of the Side of a Square

Graph of Area vs. Side of a Square

Graph of Simple Interest vs. Number of Years

Graph of Distance vs. Time

● Coordinate Geometry - Worksheet

Worksheet on Coordinate Graph

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8th Grade Mathematics Worksheets: FREE & Printable

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

8th Grade Mathematics Worksheets: FREE & Printable

Need 8th Grade Mathematics Practice exercises and activities to measure your students’ exam readiness? want great 8th Grade Math worksheets to help your students review and master math concepts? If so, then look no further. Here is a comprehensive and perfect collection of FREE 8th Grade Mathematics worksheets that would help your students in 8th Grade Math preparation and practice.

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8th Grade Math Worksheets

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TOPICS INCLUDE:

BODMAS Expanding Brackets Factorising Indices Inequalities Linear Functions Real Life Graphs Rearranging Equations Sequences Simplification Solving Equations Substitution

Calculator Methods Decimals Fractions Fractions Decimals Percentages Mental Methods Negative Numbers Percentages Place Value Powers Proportion Ratio Rounding Time Types of Number Written Methods

2D Shapes 3D Shapes Area and Perimeter Bearings Scale and Loci Circles Compound Measures Constructions Coordinates Lines and Angles Polygons Pythagoras Similarity and Congruence Transformations Volume and Surface Area

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Math Worksheets For All Ages

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

Expressions and Equations

Statistics & Probability

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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