Tips for Solving Percentage Problems
The percentage is used to express how large quantity and small quantity are related to another quantity. It has using two quantities; usually the first quantity represents the part of second quantity and it should be greater than zero. Percentage helps to find and express numbers between zero and one, any dimensionless proportionality can be expressed as a percentage.
Ex:- 129% is 1.29 and 0.29% is 0.0029.
How to Solve the Percentage Problems:
- For converting a fraction and a decimal to a percentage, multiply it by hundred.
- For converting a percentage to a fraction and decimal, divide by hundred.
- We can write a fraction and a decimal as a percentage.
Example 1:- What is the Percentage of 79% ?
Solution:- 79/100 = 0.79
Example 2:- Define 2 ½ % as a fraction.
2½ 5 /2 5 1
Solution:- 2½ % = ------ = ---- = ---- = ----
100 100 200 40
Example 3: -
A basket contains 250 eggs. 150 were not broken. What percentage of the eggs were broken ?
Solution:- Number of eggs = 250
Number of eggs not broken = 150
There fore Number of eggs broken = 250- 150 = 100
100
Broken egg's percentage = ----- x 100% = 40 %
150
Example 4:- What is the value of 84.5% of 46 ?
84.5
Solution:- 84.5 = ------- x 46 = 0.845 x 46 = 38.87
100
Example 5:- What percentage of 2.75 is 25 ?
25
Solution:- Required percentage = -------- x 100
2.75
= 9.09%
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