Simply Math and Reading

Introduction for Simply Math and Reading:

Mathematics are also called as math. Math is study of calculation, quantity. It has different types of symbols, formulas and numbers. Using math symbols, formulas and numbers, we can easily solve the math problems. Some of the symbols are given below;

Addition (+),

Subtraction (-),

Multiplication (×) and

Division (÷)

In this article we shall discuss about simply math and reading. The following are the examples involved in simply math and reading.

Simply Math and Reading Example: 1

Solve the sum and find the value of ‘x’

`x/9` =-90

Multiply both sides by 9:

`(x*9)/9` = -90 * 9

Simplify both sides:

x   = - 810

Simply Math and Reading Example: 2

Solve the sum and find the value of ‘x’

9x + 90 = -900

Subtract 90 from both sides:

9x + 90 – 90 = -900 - 90

Simplify both sides:

9x = -990

Divide both sides by 9:

`(9x)/9`  = `-990/9`

Simplify both sides:

x   =   -110

Simply Math and Reading Example: 3

Solve the sum and find the value of ‘x’

`(90x)/40` = 90

Multiply both sides by 40:

`((90x)*40)/40` = 90*40

Simplify both sides:

90x   = 3600

Divide both sides by 90:

`(90x)/90`    =   `3600/90`

Simplify both sides:

x   =   40

Simply Math and Reading Example: 4

Solve the sum and find the value of ‘x’

`(90(x-90))/40` = 90

Multiply both sides by 40:

`((90(x-90))*40)/40` = 90*40

Simplify both sides:

90(x - 90)   =   3600

Divide both sides by 90:

`(90(x - 90))/90`    =   `3600/90`

Simplify both sides:

x - 90 =   40

Add 90 to both sides:

x - 90 + 90 =   40 + 90

Simplify both sides:

x   =   130

Simply Math and Reading Example: 5

Solve the sum and find the value of ‘x’

99x + 90 = 90x + 9

Subtract 99x from both sides:

99x + 90 - 90x =   90x + 9 - 90x

Simplify both sides:

9x + 90   =   9

Subtract 90 from both sides:

9x + 90 - 90 =   9 - 90

Simplify both sides:

9x   =   -81

Divide both sides by 9:

`(9x)/9`    =   `-81/9`

Simplify both sides:

x   = - 9