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95 percent increase.

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Q: What is the percent increase from 20 to 39?
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What is the percent of increase 20 to 39?

The percent of increase 20 to 39 is: 95%


What is the percent of increase from 20 to 39?

Percent Increase = (Final - Initial) / Initial So Percent Increase from 20 to 39 is (39 - 20)/20 19/20, which is 95%


What percent of increase from 20 to 39?

There is a 19% increase between 20 to 39. This is a math problem.


What is the percentage increase of -20 to 50?

thank you now what is the answer to What is the percent of increase from 20 to 39?


What is the percent of icrease from 20 to 39?

95% increase


What is the precent of increase 20 to 39?

percent increase = (new amount - original amount)/original amount = (39 - 20)/20 = 19/20 Increase is 19/20, ie 95%


What is the percent of increasse from 20 to 39?

39 is 19 more than 20, so the percentage increase can be determined by dividing 20 by 19. the answer therefore is "to get from 20 to 39, you increase it by 95%" or "39 is 195% of 20". the second answer was obtained because it is including the original value (100%) and adding the extra value to show increase.


What is the percent of increase from 30 to 39?

The percent of increase from 30 to 39 is: 30%


What is the percent increase from 30 to 39?

The percent increase from 30 to 39 is: 30%


Percentage 20 of 39?

The question is poorly phrased because it could mean "20 as a percent of 39" or "20 percent of 39". 20, as a percent of 39 = 100*20/39 = 51.3%


39 percent of 20?

Percent or percentage equates to hundredths. 39% equates to 39/100' 39% of 20 = 20 x 39/100 = 39/5 = 7.8


What is the percent of increase form 20 to 39?

100*(39-20)/20 = 100*19/20 = 95%100*(39-20)/20 = 100*19/20 = 95%100*(39-20)/20 = 100*19/20 = 95%100*(39-20)/20 = 100*19/20 = 95%