Percent means ‘per every hundred’. 5% means ‘5 per 100’.
In other words, percentage is a fraction with denominator as 100.
Percentage is denoted as P.C. or %. Ex: 70 percent = 70%.
Convert Percentage into Fraction:
Step 1: The number is divided by 100.
Step 2: ‘%’ sign is removed.
Convert Fraction Into Percentage:
Step 1: Multiply fraction by 100.
Step 2: Put a ‘%’ sign.
Convert Percentage into Decimal:
Convert Decimal Into Percentage:
0.25 = (0.25 × 100)% = 25%
1.50 = (1.50 × 100)% = 150%
Some Useful Formulas:
Rule: 1
If is often asked to find what percentage of y is x
then,
what percent of y is x
or
x is what percent of y are same
y will be in the denominator, x in the numerator and multiply by 100
x / y * 100
Example:
30 is what percent of 150
= 30/150*100
= 20%
Example:
? of 320 = 86.4
Here, 320 is the basis of comparison and it will be in the denominator
= 86.4 / 320 * 100
= 27%
Rule: 2
x is what % more or less than y
( x - y / y ) * 100
if (+) more, (-) less
In other words, percentage is a fraction with denominator as 100.
Percentage is denoted as P.C. or %. Ex: 70 percent = 70%.
Convert Percentage into Fraction:
Step 1: The number is divided by 100.
Step 2: ‘%’ sign is removed.
Convert Fraction Into Percentage:
Step 1: Multiply fraction by 100.
Step 2: Put a ‘%’ sign.
Convert Percentage into Decimal:
Convert Decimal Into Percentage:
0.25 = (0.25 × 100)% = 25%
1.50 = (1.50 × 100)% = 150%
Some Useful Formulas:
Rule: 1
If is often asked to find what percentage of y is x
then,
what percent of y is x
or
x is what percent of y are same
y will be in the denominator, x in the numerator and multiply by 100
x / y * 100
Example:
30 is what percent of 150
= 30/150*100
= 20%
Example:
? of 320 = 86.4
Here, 320 is the basis of comparison and it will be in the denominator
= 86.4 / 320 * 100
= 27%
Rule: 2
x is what % more or less than y
( x - y / y ) * 100
if (+) more, (-) less
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