9th Grade Math Homework Sheets

9th Grade Math

9th grade math lessons are planned and introduce in different activities. 9th grade math help is provided for the 9th grade students in all segments to cover all the math lesson plans which are categorized into Arithmetic, Algebra, Geometry and Mensuration.

All types of solved examples on different topics are explained along with the step-by-step solutions. 9th grade math practice sheets are arranged in such a way that students can learn math while practicing math problems.

Keeping in mind the mental level of student in ninth grade, every efforts has been made to introduce new concepts in a simple and easy language, so that the students can understand the problems easily.

The difficulty level of the 9th grade math problems has emphasized the theoretical as well as the numerical aspects of the mathematics course. Each topic contains a large number of examples to understand the applications of concepts.

To get prepared for 9th grade math test or exams students need to learn graphing lines on the coordinate plane, solving literal equations, compound inequalities, graphing inequalities in two variables, multiplying binomials, polynomials, factoring techniques for trinomials, solving systems of equations, algebra word problems, variation, rational expressions, rational equations, graphs & functions, circles, construction, triangle theorems & proofs, properties of polygons, transformations, trigonometry and etc……

If student follow math-only-math they can improve their knowledge by practicing the worksheets for 9th graders which will help them to score in their exam.

Ninth Grade Math Lessons – Table of Contents


Rational Numbers

Rational Numbers

Decimal Representation of Rational Numbers

Rational Numbers in Terminating and Non-Terminating Decimals

Recurring Decimals as Rational Numbers

Laws of Algebra for Rational Numbers

Comparison between Two Rational Numbers

Rational Numbers Between Two Unequal Rational Numbers

Representation of Rational Numbers on Number Line

Problems on Rational numbers as Decimal Numbers

Problems Based On Recurring Decimals as Rational Numbers

Problems on Comparison Between Rational Numbers

Problems on Representation of Rational Numbers on Number Line

Worksheet on Rational Number as Decimal Numbers

Worksheet on Recurring Decimals as Rational Numbers

Worksheet on Comparison between Rational Numbers

Worksheet on Representation of Rational Numbers on the Number Line

Irrational Numbers

Definition of Irrational Numbers

Decimal Representation of Irrational Number

Representation of Irrational Numbers on The Number Line

Comparison between Two Irrational Numbers

Comparison between Rational and Irrational Numbers

Real number between Two Unequal Real Numbers


Problems on Irrational Numbers

Problems on Rationalizing the Denominator

Worksheet on Irrational Numbers

Profit and Loss

Cost Price, Selling Price and Rates of Profit and Loss

Problems on Cost Price, Selling Price and Rates of Profit and Loss

Understanding Overheads Expenses

Worksheet on Cost Price, Selling Price and Rates of Profit and Loss

Understanding Discount and Mark Up

Successive Discount

Worksheet on Discount and Markup

Worksheet on the application of overhead Expenses

Worksheet on Successive Discounts

Compound Interest

Introduction to Compound Interest

Compound Interest as Repeated Simple Interest

Formulae for Compound Interest

Comparison between Simple Interest and Compound Interest

Worksheet on Compound Interest as Repeated Simple Interest

Worksheet on Use of Formula for Compound Interest

Algebra/Linear Algebra

Linear Equations

Linear Equation in One Variable

Solution of a Linear Equation in One Variable

Laws of Equality

Method of Solving a Linear Equation in One Variable

Problems on Application of Linear Equations

Different Types of Problems in Linear Equation in One Variable

Worksheet on Linear Equation in One Variable

Worksheet on Forming of Linear Equations in One Variable

Worksheet on Solving a Word Problem by using Linear Equation in One Unknown

Changing the Subject of a Formula 

Establishing an Equation

Subject of a Formula

Change of Subject of Formula

Evaluation of Subject by Substitution

Problem on Change the Subject of a Formula

Worksheet on Framing a Formula

Worksheet on Change of Subject

Simultaneous Linear equations

Solution of a Linear Equation in Two Variables

Method of Elimination

Method of Substitution

Quadratic Equation

Introduction to Quadratic Equation

Formation of Quadratic Equation in One Variable

Solving Quadratic Equations

General Properties of Quadratic Equation

Methods of Solving Quadratic Equations

Roots of a Quadratic Equation

Examine the Roots of a Quadratic Equation

Problems on Quadratic Equations

Quadratic Equations by Factoring

Word Problems Using Quadratic Formula

Examples on Quadratic Equations

Word Problems on Quadratic Equations by Factoring

Worksheet on Formation of Quadratic Equation in One Variable

Worksheet on Quadratic Formula

Worksheet on Nature of the Roots of a Quadratic Equation

Worksheet on Word Problems on Quadratic Equations by Factoring

Geometry and Measurement


Classification of Triangles on the Basis of Their Sides and Angles

Medians and Altitudes of a Triangle

Geometrical Property of Altitudes

Properties of Angles of a Triangle


Arithmetic Mean

Word Problems on Arithmetic Mean

Properties of Arithmetic Mean

Problems Based on Average

Properties Questions on Arithmetic Mean



Random Experiments

Experimental Probability

Events in Probability

Empirical Probability

Coin Toss Probability

Probability of Tossing Two Coins

Probability of Tossing Three Coins

Complimentary Events

Mutually Exclusive Events

Mutually Non-Exclusive Events

Conditional Probability

Theoretical Probability

Odds and Probability

Playing Cards Probability

Probability and Playing Cards

Probability for Rolling Two Dice

Solved Probability Problems

Probability for Rolling Three Dice


Mathematical Models with Applications

Basic Trigonometry

Trigonometry: Beginning of trigonometry and invention of trigonometry and how and why trigonometry is important.

Measurement of Trigonometric Angles: In trigonometry learn about the measurement of angles.

Different systems of measurement of angles and their units.

Sexagesimal System: Concept on understanding Sexagesimal System, problems on Sexagesimal System.

Circular System: Concept on understanding Circular System, problems on Circular System.

Radian is a Constant Angle: Proof that radian is a constant angle.

Relation between Sexagesimal and Circular: Learn about the relation between the units of the two systems.

Conversion from Sexagesimal to Circular System: Learn how to convert or express Sexagesimal to Circular System.

Conversion from Circular to Sexagesimal System: Learn how to convert or express Circular to Sexagesimal Systemm.

Mathematical Analysis

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Worksheets By Grade Level

All the worksheets below are aligned to the Common Core Math Curriculum.

  • Preschool - Preschool is a level that is overlooked by the core curriculum. I have done my best to address students at this level, without standards from which to work.

  • Kindergarten - This grade level is heavily dependent on count skills. The geometry sections can often be challenging for the little ones.

  • Grade 1 - We start working on our basic operations at this level. Hopefully we have a good understanding of subtraction by the time we are done.

  • Grade 2 - You will master your basic operations and start looking at fractions and graphs in their most simplistic form.

  • Grade 3 - Third grade starts to become heavy with fractions and measurement. It gets really hands on with tools as well. A really fun math grade to teach or learn.

  • Grade 4 - We spend a great deal of time mastering fractions. We start to explore geometry and solve equations in basic algebra.

  • Grade 5 - Students start to see real algebra for the first time. Multiplication and long division are at the core of this grade level.

  • Grade 6- Proportions finally take hold and we are ready for real algebra at this grade level. The word problems actually get difficult.

  • Grade 7- Statistics and probability start to get difficult for most. Trigonometry and relationship between algebra and geometry start to appear.

  • Grade 8- Geometry and three step problems begin to dominate the curriculum. Those areas require a great deal of attention for students.

  • High School: Numbers and Quantity- This is where the heat gets turned up a bit. From a walk to a run as far as curriculum goes.

  • High School: Algebra - The root of all problems is finding like terms and simplifying by factoring. You have those two skills down and you're ahead of the game.

  • High School Geometry - A mix of real-world applications can be found in this material. This math has many practical applications.

  • High School Functions - Functions are a form of math that is in high demand at the corporate level. Chances are if your job uses functions often, you are successful.

  • High School Statistics and Probability - The math skills that help you model and forecast what will happen with subtle changes.



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