at end of the first half of a football game, nathan had carried the ball for 50.5 yards. by the end of the…

at end of the first half of a football game, nathan had carried the ball for 50.5 yards. by the end of the game, he carried the ball for a total of 75 yards. find the percent of increase in the number of yards he carried. round to the nearest whole tenth if necessary

at end of the first half of a football game, nathan had carried the ball for 50.5 yards. by the end of the game, he carried the ball for a total of 75 yards. find the percent of increase in the number of yards he carried. round to the nearest whole tenth if necessary

Answer

Explanation:

Step1: Find the increase in yards

The increase is the total yards at the end of the game minus the yards in the first - half. So, $75 - 50.5=24.5$ yards.

Step2: Use the percent - increase formula

The percent - increase formula is $\text{Percent Increase}=\frac{\text{Increase}}{\text{Original Amount}}\times100%$. Here, the original amount is the number of yards in the first half ($50.5$ yards) and the increase is $24.5$ yards. So, $\text{Percent Increase}=\frac{24.5}{50.5}\times 100%$. Calculate $\frac{24.5}{50.5}\times100%=\frac{2450}{50.5}% \approx 48.5%$

Answer:

$48.5$