Newly added pages can be seen from this page. Keep visiting to this page so that you will remain updated.
Math practice test on ratio and proportion encourage the students to practice the questions given in the worksheet. The questions are mainly related to the simplification of ratio to its lowest terms,
Continue reading "Practice Test on Ratio and Proportion  Word Problems on Ratio and Proportion"
Math worksheet on ratio and proportion encourage the students to practice more questions and think more about it. The questions are related to express the ratios in the simplest form, simplify the rat
Continue reading "Worksheet on Ratio and Proportion Free Worksheet on Ratios in the Simplest Form"
Worked out problems on ratio and proportion are explained here in detailed description using stepbystep procedure. Solved examples involving different questions related to comparison of ratios in as
Continue reading "Worked out Problems on Ratio and Proportion  Word Problems on Ratio Proportion"
In math ratio and proportion we will elaborate the terms and discuss more about it in detailed explanation. Ratio and terms of ratio,Properties of ratio,Ratio in the simplest form,Simplification of ra
Continue reading "Ratio and Proportion Continued Proportion Simplification & Comparison of Ratio"
In math practice worksheet on area of a polygon we will solve how to find the different polygons according to the number of sides it contains.
Continue reading "Worksheet on Area of a Polygon  Questions on Polygon Area of a Regular Octagon"
In worksheet on trapezium we will solve different types of problems using the formula of area of a trapezium.
Continue reading "Worksheet on Trapezium Question on Area of a TrapeziumArea of a TrapeziumAns"
Some useful properties of ratio and proportion are invertendo property, alternendo property, componendo Property, dividendo property, convertendo property, componendodividendo property
Continue reading "Properties of Ratio and Proportion  Invertendo  Alternendo  Componendo ...."
In area of a polygon we will learn about polygon, regular polygon, central point of the polygon, radius of the inscribed circle of the polygon, radius of the circumscribed circle of a polygon and solv
Continue reading "Area of A Polygon Regular PolygonCentral Point of the PolygonProblems on Area"
In area of a trapezium we will discuss about the formula and the solved examples in area of a trapezium.
Continue reading "Area of a Trapezium Formula of Area of a trapeziumSolved Examples of Area of a"
The questions in the worksheet on problems on simultaneous linear equations can be solved in the method of elimination and method of substitution can be used to find the solution of system of two vari
Continue reading "Worksheet on Problems on Simultaneous Linear Equations  Method of Elimination"
Practice each pair of the equation problems from the worksheet on simultaneous linear equations with the two variables and two linear equations. Solving simultaneous linear equations with two variabl
Continue reading "Worksheet on Simultaneous Linear EquationsMethod of EliminationLinear equation"
Practice test on word problems involving simultaneous linear equations using either the method of elimination or the method of substitution for finding the value of the two linear variables.
Continue reading "Practice Test on Word Problems Involving Simultaneous Linear Equations  Answer"
Solving the solution of two variables of system equation that leads for the word problems on simultaneous linear equations is the ordered pair (x, y) which satisfies both the linear equations.
Continue reading "Word Problems on Simultaneous Linear Equations  Linear Equations with Answer"
Solving pairs of equations, indicate the pair or pairs representing simultaneous linear equations (solvable).
Continue reading "Pairs of Equations Simultaneous Linear Equations  Solving Pairs of Equations"
To understand the condition for solvability of linear simultaneous equations in two variables, if linear simultaneous equations in two variables have no solution, they are called inconsistent whereas
Continue reading "Solvability of Linear Simultaneous Equations  Simultaneous Equations  Examples"
Here we will discuss about simultaneous linear equations by using crossmultiplication method.
Continue reading "CrossMultiplication Method Formula for CrossMultiplicationLinear Equations"
Observe the steps how to solve the system of linear equations by using the substitution method. (i) Find the value of one variable in terms of the other from one of the given equations. (ii) Substitu
Continue reading "Substitution Method  Using the Substitution Method to Solve Systems of Equation"
Follow the steps to solve the system of linear equations by using the elimination method: (i) Multiply the given equation by suitable constant so as to make the coefficients of the variable to be elim
Continue reading "Elimination Method  Workedout Examples on Elimination MethodLinear Equations"
Steps to solve the system of linear equations by using the comparison method to find the value of x and y. 3x – 2y = 2  (i) 7x + 3y = 43  (ii)
Continue reading "Comparison Method System of Linear EquationsSimultaneous Linear EquationsStep"
Here we will discuss about simultaneous linear equations and also the method of solving the equations. We have already learnt that linear equation in two variable x and y is in the form ax + by + c =
Continue reading "Simultaneous Linear Equations Linear Equations in Two VariablesLinear Equation"
In math practice test on area and perimeter of square the questions are given below. 1. Find the perimeter, area and length of the diagonal of a square whose sides are …………..
Continue reading "Practice Test on Area and Perimeter of Square  Area and Perimeter of SquareAns"
In math practice test on area and perimeter of rectangle the questions are given below. 1. Find the perimeter, area and length of the diagonal of the rectangle when …… (a) length = 35 cm breadth = 12
Continue reading "Practice Test on Area and Perimeter of Rectangle  Check the Exact Answers"
In units of area conversion we will learn how to convert the units. It’s very important to know the relation between the various units while solving the questions on area conversion.
Continue reading "Area Conversion  Units of Area Conversion  How to Convert the Units? Examples"
In this topic we will discuss and learn about the circumference and area of circle. Circumference of circle: The distance around the circular region is called its circumference. The ratio of circumf
Continue reading "Circumference and Area of Circle  Find the Area of a Concentric Circle Example"
Here we will learn how to find the area of rhombus. ABCD is a rhombus whose base AB = b, DB ⊥ AC DB = d_{1} AC = d_{2} and the altitude from C on AB is CE, i.e., h. Area of rh
Continue reading "Area of Rhombus Perimeter of Rhombus Examples on Area and Perimeter of Rhombus"
Here we will discuss about how to find the area of a parallelogram. To calculate area of parallelogram we need to remember the formula and solve stepbystep. ABCD is a parallelogram with base (b) and
Continue reading "Area of Parallelogram  Calculate Perimeter and Area of Parallelogram  Examples"
Here we will discuss about the area and perimeter of the triangle. ● If a, b, c are the sides of the triangle, then the perimeter of triangle = (a + b +c) units.● Area of the triangle = √(s(s  a) (
Continue reading "Area and Perimeter of the Triangle  Area of Right Angled & Equilateral Triangle"
Here we will discuss about area of the path. It is observed that in square or rectangular gardens, parks, etc., some space in the form of path is left inside or outside or in between as cross paths. W
Continue reading "Area of the Path  Workedout Examples on Area of the Path  Square, Rectangula"
The formula of perimeter and area of square are explained stepbystep with solved examples. If 'a' denotes the side of the square, then, length of each side of a square is 'a' units.
Continue reading "Perimeter and Area of Square Formula Workedout examples on Perimeter and Area"
The formula of perimeter and area of rectangle are explained stepbystep with solved examples. If l denotes the length and b denotes the breadth of the rectangle, then the
Continue reading "Perimeter and Area of Rectangle  Formula  Workedout Problems on Rectangle"
Here we will learn about how to find area and perimeter of a plane figures. The perimeter is used to measure the boundaries and the area is used to measure the regions enclosed.
Continue reading "Area and Perimeter Units of Area Formula of Area and Perimeter of Plane Figure"
Practice the questions given in the worksheet on application on proportion. 1. Two numbers are in the ratio 3 : 5. If the second number is 365, find the first number. 2. Mr. John has reduced
Continue reading "Worksheet on Application on Proportion  Word Problems on Proportion"
Practice the questions given in the worksheet on mean proportional 1. Find the mean proportional of the following sets of positive numbers: (i) x\(^{3}\)y, xy\(^{3}\) (ii) (x  y)\(^{2}\)
Continue reading "Worksheet on Mean Proportional  Find the third Proportional  Proportions"
We will learn how to solve the word problems on proportion. We know if the phone numbers are the ratio of the first two is equal to the ratio of the last two then the phone numbers are said to be
Continue reading "Word Problems on Proportion  Solving Proportion Word Problems  Proportion"
Here we will learn how to use the formula to find the area of trapezium. Area of trapezium ABCD = Area of ∆ ABD + Area of ∆ CBD = 1/2 × a × h + 1/2 × b × h = 1/2 × h × (a + b) = 1/2 (sum of parallel
Continue reading "Area of Trapezium  Formula to Find the Area of Trapezium  Workedout Examples"
Here we discuss how the angles formed between parallel and transversal lines. When the transversal intersects two parallel lines: • Pairs of corresponding angles are equal. • Pairs of alternate ang
Continue reading "Parallel and Transversal Lines Corresponding AnglesWorkedout ProblemsAngles"
Here we will recall about the basic geometrical concepts. Basic Geometrical Concepts: Axiom: It is a proposition that is not proved but considered to be selfevident or subject to necessary decision
Continue reading "Basic Geometrical Concepts  Axioms  Theorems  Statements  Examples "
In worksheet on cube root, the questions are based on cube root of a given number by factorization; to find cube root of a negative perfect cube; to evaluate the cube root of the product of integers
Continue reading "Worksheet on Cube Root  Exercise Sheet on Cube Root  Evaluate the Cube Root"
In worksheet on cube, the questions are based on cube of a given number; to find cube of a decimal number; to find the cube of a fraction number; finding perfect cubes and also finding the cubes of od
Continue reading "Worksheet on Cube  Cube of a Number  Exercise Sheet on Cube"
In worksheet on cube and cube root, all grade students can practice the questions on cube and cube roots. From this exercise sheet on cube and cube root there are different types of questions
Continue reading "Worksheet on Cube and Cube Root  Questions on Cube and Cube Roots"
Table of cube roots will help us to find the approximate value of a cube root. Use of cube root tables to determine the approximate value of cube roots, if the given number s not perfect cube
Continue reading "Table of Cube Roots  Value of a Cube Root  Use of Cube Root  Perfect Cube"
We will learn the shortcut method for finding the cube of a twodigit number. Suppose, we have (a + b)³ = a³ + 3a²b + 3ab² + b³. METHOD: For finding the cube of a twodigit number with the tens
Continue reading "Method for Finding the Cube of a TwoDigit Number  Cube of a Twodigit Number"
The cube root of a number is denoted by ∛. The cube root of a number x is that number whose cube gives x. We denote the cube root of x by ∛x
Continue reading "Cube Root of a Rational Number The cube root of a number is denoted by ∛."
How to find if the given number is a perfect cube? If the prime factors of a number are grouped in triples of equal factors, then that number is called a perfect cube.
Continue reading "To Find if the Given Number is a Perfect Cube  Perfect Cube Grouped in Triples"
If a number is multiplied by itself three times, then the product is called the cube of that number. To denote the cube of a number, 3 is written a little up to the right of the numbers.
Continue reading "Cube  Cube of a Number  Perfect Cube  Cube of a Negative Integer"
Practice the questions given in the worksheet on proportion and continued proportion. 1. Check whether the following numbers are in proportion or not: (i) 3, 5, 6, 10 (ii) 0.25, 0.5, 50, 100
Continue reading "Worksheet on Proportion and Continued Proportion  Find the Fourth Proportional "
In worksheet on squares we will practice many questions on perfect squares, squares of even numbers, squares of odd numbers and also on evaluating squares.
Continue reading "Worksheet on Squares  Questions on Perfect Squares  Evaluating Squares"
The properties of perfect squares are explained here in each property with examples. Property 1: Numbers ending in 2, 3, 7 or 8 is never a perfect square but on the other hand, all the numbers
Continue reading "Properties of Perfect Squares  Pythagorean Triplet  Square of an Even Number"
What are called perfect square or square number? Natural numbers that are squares of other natural numbers are called perfect square or square number. For example; We know that
Continue reading "Perfect Square or Square Number  What is a Perfect Square?  Definition"
Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need.

New! Comments
Have your say about what you just read! Leave me a comment in the box below. Ask a Question or Answer a Question.