Is the value of the new amount greater than or less than the value of the original amount?
Increase or Decrease? Decrease Percent of Change: 25 %
Practice makes perfect
We want to tell whether each percent change is an increase or decrease. Then, we want to find the percent change. Let's do it one at a time.
Percent Increase or Percent Decrease
Recall that if a new amount is greater than the original amount, the percent change is called a percent increase. If the new amount is less than the original amount, the percent change is called a percent decrease. Consider the given amounts.
Original Amount:&4/5 [0.7em]
New Amount:& 3/5We can see that the new amount is less than the original amount because the fractions have the same denominator and the numerator of the first fraction is greater.
4/5 > 3/5 ⇔ 4 > 5
As a result, the percent change is a decrease.
Finding the Percent Change
To determine the percent change p, we can use the following general formula.
p % =Amount of change/Original amount
From the given values, we can see the original amount was 45 and the new amount is 35. This is a decrease in the amount. Let's find the amount of decrease.
4/5- 3/5= 4-3/5 or 1/5
The difference between the original amount and the new amount is 15. Now we can use the formula.
Percent of change=Amount of decrease/Original amount
