# Conversion of Decimal to Percent

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**Examples :**

1) 0.375

**Solution :**

As the given number is in decimal so multiply the given number by 100.

0.375 x 100

= 37.5% ( after shifting the decimal two places to right side.

2) 0.006

**Solution :**

0.006 x 100

= 0.6 %

3) 1.24

**Solution :**

1.24 x 100

= 124 %

4) 0.25

**Solution :**

0.25 x 100

= 25 %

5) 0.02

**Solution :**

0.02 x 100

= 20 %

6) 0.126

**Solution :**

0.126 x 100

= 12.6 %

7) 32.1

**Solution :**

32.1 x 100

= 3210 %

**Another method**

1) 0.32

**Solution :**

0.32 = 32/100 ( as there are two digits after decimal so to remove the decimal divide it by 100)

To convert 32/100 in to percent multiply this number by 100.

32/100 x 100

= 3200/100

= 32 %

2) 0.009

**Solution :**

0.009 = 9/1000 ( as there are three digits after decimal so to remove the decimal divide it by 1000)

To convert 9/1000 in to percent multiply this number by 100.

9/1000 x 100

= 900/1000

= 0.9 %

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**Q.1 Convert the following decimal to % .**

1) 0.0016

2) 15.7%

3) 0.00009

4) 0.32

5) 7.2

**Q.2 Convert the following percent to decimal.**

1) 26%

2)32%

3) 43%

4) 65%

5) 58%

**Q.3 State whether the following statements are True/False.**

1) The 92% is same as 0.92.

2) The 41% is same as 0.14.

3) The 0.76 in percent is same as 76%.

4) The 0.01 in percent is same as 10%.

**Percentage**

• Conversion of Percentage to Fraction

• Conversion of Fraction to Percent

• Conversion of Percentage to Decimal

• Conversion of Decimal to Percent

• Find the Percentage of a given number

• What Percent is one number of another number

• Percentage as a comparison of two quantities

• Increase Percent

• Decrease Percent

• Conversion of Percentage to Fraction

• Conversion of Fraction to Percent

• Conversion of Percentage to Decimal

• Conversion of Decimal to Percent

• Find the Percentage of a given number

• What Percent is one number of another number

• Percentage as a comparison of two quantities

• Increase Percent

• Decrease Percent

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