Calculating percentages is a crucial ability to possess as you strive for academic achievement and land highsalary jobs. Moreover, whether we're calculating budget percentages, tip percentages, or percentage increases in stock prices, we encounter the concept of percentages regularly. If you are confused about percentage calculations, this blog is for you. It will provide you with a thorough explanation and some tips.
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How to Calculate Percentage Using Formula
We can use the formula to calculate the percentage easily and quickly. The formula to calculate percentage is equal to the ratio of the actual value to the total value multiplied by 100. The percentage formula is:
πππππππ‘πππ = π΄ππ‘π’ππ ππππ’π/πππ‘ππ ππππ’π × 100

How to Calculate Percentage of Marks?
Two simple steps give you the percentage of marks. They are:
Step 1: Divide the obtained marks by the maxim marks of the test.
Step 2: Multiply the result by 100.
Here's the formula to calculate percentage of marks and an example for you to understand better:
Formula: Percentage = (Marks obtained / Maximum marks) * 100
Go through the example given below to understand the process of finding the percentage of marks.
Example: Calculate the percentage of marks for 6 subjects:

English  78

History  90

Geography  85

Economics  79

Political Science  88

Sociology  75
Solution:

Total marks scored: 78 + 90 + 85 + 79 + 88 + 75 = 495

Maximum marks: 600

Percentage: (495/600) x 100 = 82.5%
Difference Between Percentage and Percentile
People frequently need clarification on percentiles and percentages. A percentage represents a relative component of 100 and can be defined as a portion of the whole. It is used for scoring, grading, and expressing proportions. For instance, an 80% on a test means you answered 80 out of 100 questions correctly. On the other hand, the rank of a specific score within the group is known as the percentile. It indicates rank. So, a 75th percentile means 75% of the data falls below that value.
For instance, scores on many standardized exams, such as the SAT or GRE, are reported in percentiles, which show a candidate's performance compared to other candidates. However, the percentage does not allow for comparison with a larger population; instead, it may give the right responses to all questions.
Percentage 
Percentile 
The percentage represents the number out of 100. 
Percentile is not a number out of 100. 
A percentage is obtained by multiplying the ratio of two numbers with 100. 
A percentile is a percentage of values that can be found below a specific value. 
It is written in the form of x%. 
It is written in the form of xth. 
It is based on one case. 
Comparison of one case with another. 
It does not rely on the normal distribution. 
It relies on the normal distribution. 
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How to Convert Fractions to Percentages?
A fraction, like 1 out of 4, expresses a portion of a total, whereas a percentage is like expressing a number out of 100.
When describing a fraction, the bottom number, or denominator, represents the total amount being discussed. But in a percentage, 100 represents the complete amount and you are describing a piece of it. It is comparable to using different ways to describe distinct portions of a whole, where the denominator represents the entire thing in fractions and 100 is the full thing in percentages.
Converting fractions to percentages can be done by employing a simple twostep method:

Convert the fraction to a decimal: Divide the numerator (top number) by the denominator (bottom number). This will give you a decimal number.

Multiply the decimal by 100 and add a percent sign: Since a percent represents "out of one hundred," multiply the decimal you obtained in step 1 by 100. This moves the decimal two places to the right. Add the percent sign (%) to your answer.
For example, let's convert the fraction 1/2 to a percentage:

Divide 1 (numerator) by 2 (denominator): 1 / 2 = 0.5

Multiply 0.5 by 100 and add the percent sign: 0.5 * 100 = 50%

Therefore, 1/2 is equal to 50%.
How to Calculate Percentage of Marks/Numbers?
There are two ways to compute percentages for a given number.

The fraction form is the first technique. If you are given a number in fractional form, multiply the result by 100 after converting it to decimal form.
For instance, if the fraction is 30/50, the result will be 0.6; multiplying by 100, the result will be 60%.

The decimal method is the second strategy. If you have a number calculated using the decimal technique, you can multiply it by 100 to get the percentage directly.
For instance, if the decimal number is 0.75436, the result is (0.754 x 100) = 75.4%.
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Calculate Percentage Increase
The percentage change in the value indicates the percentage increase in the original number when the new value exceeds the original value. This can be computed as:
Percent Increase = Increase in Value / Original Value * 100 
Here,
Increase in Value = New value  Original value. 
Calculate Percentage Decrease
The percentage change in the value indicates the percentage decrease in the original number when the new value is smaller than the original value. The following is the formula for percentage decrease:
Percent Decrease = Decrease in Value / Original Value * 100 
Here,
Decrease in value = Original value – New value. 
A further variation in a percentage is known as the percentage error. This type of error usually occurs when working with weights.
Percentage Error = Error / Real Value * 100 
Questions to Calculate Percentage of Marks
For practice purposes, try to solve some of the questions below.

In her first exam, Catherine received 85 out of 120. In the next exam, if her goal is to get 90% overall, how many marks will she need to score?

A toy was now 30% more expensive, at Rs. 120. What was the purchase price originally?

Three subjects totaled 93, 87, and 95 marks out of 100 for a student. Compute the average percentage.

Calculate the fraction 7/18 to a percentage.
Tips to Solve the Problems of How to Calculate Percentage of Marks
Some shortcuts to convert numbers and marks into percentages are:

If you want to search for 50 percent of a number, you can divide the number by two. For example, 50% of 30 is 30/2 = 15.

To find 10% of a number, you can divide the number by 10 or move the decimal one point to the left.

Suppose you want to calculate a percentage more than 100, like 150% of 50, then the answer is (150/100) 50, which is 75.

To calculate 25% of a number, simply divide that number by 4.
Find out some additional tips to remember when calculating percentages below.
Conclusion
Understanding the process of calculating the percentage of marks is crucial. It will help you across many areas  whether you’re preparing your documents for some government work or applying to a foreign university. Calculating percentages can be helpful in school grades and college grades. It helps you demonstrate your academic achievements in a more refined manner.
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