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How much farther did the cheetah travel in the first 8 minutes than in the second 8 minutes?

a) 80 meters
b) 160 meters
c) 240 meters
d) 320 meters

User PetarS
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1 Answer

4 votes

Final Answer:

To answer this question, we need more information about the speed or distance covered by the cheetah in each 8-minute interval. If we have the speed of the cheetah, we can use the formula:

Distance = Speed × Time

Step-by-step explanation:

Let's break down the problem and calculate the difference in distance traveled by the cheetah in the first 8 minutes compared to the second 8 minutes.

Let (S) be the speed of the cheetah in meters per minute.

Distance traveled in the first 8 minutes
(\(D_1\))= Speed (S) × Time (8 minutes)


\[D_1 = 8S\]

Distance traveled in the second 8 minutes
(\(D_2\)) = Speed (S) × Time (8 minutes)


\[D_2 = 8S\]

Now, to find the difference in distance, we subtract the distance traveled in the second 8 minutes from the distance traveled in the first 8 minutes:


\[D_{\text{difference}} = D_1 - D_2\]


\[D_{\text{difference}} = (8S) - (8S)\]


\[D_{\text{difference}} = 0\]

The result is 0. This means that the cheetah did not travel farther in the first 8 minutes than in the second 8 minutes. Therefore, the correct answer to the question is not provided among the options given. The cheetah traveled the same distance in both 8-minute intervals.

User Stevethecollier
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