Math Calculators ▶ Percentage Decrease Calculator
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Table of Content
An online percentage decrease calculator is specially designed to calculate percent decrease in the value from the actual value by means of hundred parts. But before we move further to evaluate the value of the percent decrease, let us make sure that you must go through the following context.
Stay focused!
In mathematical analysis:
“A considerable decrease in the original value that depends upon 100 parts of the original value is known as the percentage decrease.”
It is the opposite process of percentage increase.
For example:
If the price of a costume is decreased from $20 to $10 because of Black Friday Sale, we say that the actual decrease in the price is 50% in terms of the percentage.
Well, it is not a huge task to find a percent decrease at all. All you need to know is to memorize the following equation:
$$ \text{Percent Decrease} = [\frac{\text{Actual Value} – \text{New Value}}{\text{Actual Value}} * 100] $$
Our free percent decrease calculator also uses the same formula and displays exact results to save your precious time.
In everyday life, it is very important that you take into account the use of the profit and loss percentage calculation. To make you an expert in doing so, we are going to solve a couple of examples to elaborate the concept in more depth. Stay in touch!
Example # 01:
A reader reads a number 220 as 120. How to calculate percent reduction?
Solution:
As we know that the percentage decrease formula is as follows:
$$ \text{Percent Decrease} = [\frac{\text{Actual Value} – \text{New Value}}{\text{Actual Value}} * 100] $$
Putting the initial and final values:
$$ \text{Percent Decrease} = [\frac{220 – 120}{220} * 100] $$
$$ \text{Percent Decrease} = [\frac{100}{220} * 100] $$
$$ \text{Percent Decrease} = 0.454 * 100 $$
$$ \text{Percent Decrease} = 45.4% $$
How simple is that! But wait. To make it more accurate and fast, use a free online percentage decrease calculator.
Example # 02:
How to calculate percentage reduction if the price of the 1 Tola Gold suddenly falls from $664 to $660?
Solution:
Using the percent decrease formula:
$$ \text{Percent Decrease} = [\frac{\text{Actual Value} – \text{New Value}}{\text{Actual Value}} * 100] $$
$$ \text{Percent Decrease} = [\frac{664 – 660}{664} * 100] $$
$$ \text{Percent Decrease} = [\frac{4}{664} * 100] $$
$$ \text{Percent Decrease} =0.00602 * 100 $$
$$ \text{Percent Decrease} = 0.602% $$
While doing manual calculations, you may not be able to solve for maximum decimal places. This is why it is a preferable practice to use the percent loss calculator for getting the most extreme possible decimal value in the outputs.
Example # 03:
A chemist performs an experiment by maintaining the temperature upto 200K. Suddenly it gets reduced to a remarkable value which is 169K. How to find percentage decrease?
Solution:
We know that the percent decrease formula is given as:
$$ \text{Percent Decrease} = [\frac{\text{Actual Value} – \text{New Value}}{\text{Actual Value}} * 100] $$
$$ \text{Percent Decrease} = [\frac{31}{200} * 100] $$
$$ \text{Percent Decrease} = 0.155 * 100 $$
$$ \text{Percent Decrease} = 15.5% $$
In case you lack time, you can use a free percentage drop calculator for instant results.
Example # 04:
How to calculate decrease percentage if the sugar level of Harry gets decreased from 150 to 105?
Solution:
We know that:
$$ \text{Percent Decrease} = [\frac{\text{Actual Value} – \text{New Value}}{\text{Actual Value}} * 100] $$
$$ \text{Percent Decrease} = [\frac{150 – 105}{150} * 100] $$
$$ \text{Percent Decrease} = 30% $$
Which is our required answer.
Make a use of this percentage reduction calculator with the following steps to find percent loss related calculations in seconds:
Input:
You need to follow only the simple steps as below:
Output:
The percent reduction calculator calculates:
The actual decrease of percentage among these both values is 27.1%. For calculations, scroll above or use a free percentage decrease calculator.
Here we have:
$$ Percentage = \frac{9}{10} * 100 $$
$$ Percentage = 0.9 * 100 $$
$$ Percentage = 90% $$
DMAS is the most important and easy to remember rule in mathematical analysis. In DMAS:
“D” stands for Division
“M” stands for Multiplication
“A” stands for Addition
“S” stands for Subtraction
Whenever you try to solve the basic arithmetic problems, you need to follow this rule for absolute results.
The most basic purpose of the percentage operation is to male a comparison amongst two different quantities.
Percentage decrease is very important for those who are preparing for the aptitude test. The free percentage decrease calculator helps professionals and scholars to solve basic math problems immediately.
From the source of Wikipedia: Relative change and difference, Percent error, Percentage change, Logarithmic scale
From the source of Khan Academy: Percentage change
From the source of Lumen Learning: Solving Discount and Markup Applications, Solve Mark-up Applications
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