Percentage Formula
Percentage, as a concept is used to convey a quantity to a multiple of 10.
The word percent in itself means one hundred.
Percentage is a very important concept in maths.
The symbol of percentage is "%".
Questions from percentages are asked in different competitive exams.
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Having a strong hold on this topic is very important. Read this article to know all about percentages and related concepts.Percentage
To help you do better on government competitive exams, we'll provide you a basic explanation of percentages in this post along with their formula and examples. You can master formulas and rapid percentage approaches to respond to queries on this subject. Every exam demands clearing the fundamental concepts as well as having a firm grasp of the important topics. Percentage means "for every 100" or "out of 100." Use the (%) sign to easily write a fraction with a denominator of 100. For instance, rather than saying "Ram scored 70 out of 100," we say "Ram scored 70%." The percentage can also be written as 0.72 percent or, using decimal notation, 67.9 percent.
Percentage Formula
The formula to calculate Percentages is very simple.
Percentage = (Value ⁄ Total Value) × 100
How to Determine a Percentage?
Here, we give you a few illustrations of how to use the % formula to calculate percentages. You can use a percentage calculator to answer these questions to better comprehend percentages and the percentage formula.
Percentage Questions
Example 1: There are 200 students in a class. Out of them, 90 are girls. Find the percentage of girls in the class.
Solution: We are given,
Total students in the class=200
Girls in the class = 90
Percentage of girls in the class = (Girls in the class⁄ Total no. of students) × 100
Percentage of girls in the class = (90/200)x100 = 45%
Example 2: The price of a $1.50 candy bar is increased by 25%. Calculate the new price.
Solution: We are given,
Price of the Candy= $1.50
Increase in the price of candy= 25% or 25/100
New Price of candy= Old Price + increase in price
New Price of candy= 1.50 +25/100
New Price of candy= 1.50 + 1.50 ×.25
New Price of candy= $ 1.875
Example 3: Radha earns a monthly salary of $1200. She spends $280/month on food. What percent of the monthly salary does she save?
Solution: Monthly salary of Radha= $1200
Salary saved by Radha = $(1200 – 280) = $920
The fraction of salary she saves = 920/1200
Percentage of salary she saves = (920/1200)×100 = 920/12 = 76.667 %
