Fraction into Percentage
How to covert a fraction into percentage?
We will follow the following steps for converting a fraction into a percentage:
Step I: Obtain the fraction. Let the fraction is x/y.
Step II: Multiply the fraction by 100 and write the percentage (%) symbol to find the required percent. Therefore, x/y = (x/y × 100) %
1. Convert each of the following fractions as percentage:
(i) 3/25 = (3/25 × 100) % = 12 %
(iii) 4/5 = (4/5 × 100) % = 80 %
(iii) 3/4 = (3/4 × 100) % = 75 %
(iv) 2/3 = (2/3 × 100) % = (200/3) % = 66 2/3 %
(v) 1 = (1 × 100) % = 100 %
Note: 100 % = 1
2. Convert 7/20 to per cent.
7/20 = (7/20 × 100) % = 35 %
3. Express each of the following fraction into a percentage:
(i) 6/5
= (6/5 × 100) % = 120 %
(ii) 42/5= 22/5 = (22/5 × 100) % = 440 %
(iii) 11/4
= 5/4 = (5/4 × 100) % = 125 %
4. Express each of the following statements in the percentage form:
(i) 5 out of 20 are bad
= 5/20 eggs are bad
= (5/20 × 100) % eggs are bad
= 25 % eggs are bad
(ii) 3 children in a class of 30 are absent.
= 3/30 children are absent
= (3/30 × 100) % children are absent
= 10 % children are absent
(iii) 21 apples out of 30 are good
= 21/30 apples are good
= (21/30 × 100) % apples are good
= 70 % apples are good
(iv) 47 students out of 50 are present
= 47/50 students are present
= (47/50 × 100) % students are present
= 94 % students are present
Percentage of the given Quantity
How much Percentage One Quantity is of Another?
Real Life Problems on Percentage
8th Grade Math Practice
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