When a Increases by 18% then B increases by 16% and when B increases by 18% then C increases by 9% a is increased from 32 to 48 C must therefore increase from 80 to?

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Increased by 18% and then decreased by 16%


When a Increases by 18% then B increases by 16% and when B increases by 18% then C increases by 9% a is increased from 32 to 48 C must therefore increase from 80 to?
A number that is increased by 18% and then decreased by 16% is called sequential percentage calculation or successive percentage calculation. 18 percent minus 16 percent is 2 percent, but you cannot simply take 2 percent of a number to get the correct answer when you want to increase a number by 18 percent and then decrease the result by 16 percent. We created the calculator below, where you can enter any number and we will increase it by 18% and then decrease the result by 16% for you. Do you want to learn how our calculator above works? Below are two methods you can use to increase a number by 18 percent and then decrease the result by 16 percent.
Formula Method This is our favorite method to increase a number by 18 percent and then decrease the result by 16 percent. We simply convert the two percentages into one percentage using this formula: When we enter a = 18 and b = -16 into our formula above and solve it, we get the following:
(18) + (-16) +   % 

2 + (-2.88) = -0.88% Now you know that -0.88% is the same as increasing a number by 18 percent and then decreasing the result by 16 percent. For example, 100 increased by 18% and then decreased by 16% can be calculated by using -0.88% like this:
100 -  = 99.12


Step-by-Step Method This is the most common method used to increase a number by 18 percent and then decrease the result by 16 percent. You literally first increase the number by 18 percent and then decrease the result by 16 percent. Let's use 100 again as an example:
118 -  = 99.12


Sequential Percentage Calculator Need different successive percentage calculations? No problem, please enter it below.

A number is increased by 18% and then decreased by 17%

Here is another sequential percentage calculation that may be of interest.
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