# Solving Percent Problems Calculator

We can find the solution to the problem through the following equation: 8/100 * X = 2/25 * X = 16 This means that X = 200. We can solve this through the comparison: P / 100 * 35 = 5 By working out this comparison we find: P = 500 / 35 = 14.29% Suppose you want to buy a new refrigerator and this refrigerator costs 360 dollars.However, through a publicity campaign you could seize a discount coupon of 12 percent.Suppose that this 8 percent corresponds to the amount of 16 dollars.What is the original price on which the sales tax was levied? If we simplify the fraction 8/100 by dividing the numerator and denominator by 4, we get 2/25. What percentage will you save by using the discount coupon?If we divide the numerator and denominator of 35/100 by 5, we get: 7 / 20.This is the simplest representation of this fraction since we can no longer divide the numerator and denominator by the same number.Converting percentages into decimal numbers is easy if you keep in mind that 100% is represented as the number 1. The percentage of 16% corresponds to 0.16, and so on.

The formula gives us the following result: X = (24/9) * 100 = 2.66 * 100 = 266 So the solution to this question is: 24 is 9% of 266.

With a negative result, we have a decrease in percentage.

For example: what is the increase in percentage between 45 and 79? The formula in case you want to know the answer to the question: V1 is what percentage of V2 is as follows: P = (100/V2)*V1 For example: 16 is what percentage of 88?

We may need the deviation in percentages when we compare a theoretical value with a measured value.

We can use the following as a formula for this percentage deviation: Deviation in percent = 100* | measured value - theoretical value |/ | theoretical value | We take the absolute value both in the numerator and in the denominator.   A tip of 9 percent of the bill seems like a good idea.

## One thought on “Solving Percent Problems Calculator”

1. It is very similar to academic writing and those types are sometimes used interchangeably.

2. The writer takes a stand on an issue—either “for” or “against”—and builds the strongest possible argument to win over the reader.

3. Have you ever asked yourself, how much capital do I need to start a company?