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The function f(x)=60(1.5)x models an animal population after x years. How does the average rate of change between Years 3 and 6 compare to the average rate of change between Yea…

The function f(x)=60(1.5)x models an animal population after x years. How does the average rate of change between Years 3 and 6 compare to the average rate of change between Yea…
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The function f(x)=60(1.5)x models an animal population after x years.

How does the average rate of change between Years 3 and 6 compare to the average rate of change between Years 0 and 3?

The average rate of change is 1.5 times as fast.

The average rate of change is 3 times as fast.

The average rate of change is 3.375 times as fast.

The average rate of change is 2.25 times as fast.

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User Marco Torchiano
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8.4k points

2 Answers

4 votes

Answer:

C. The average rate of change is 3.375 times as fast.

Explanation:

The function f(x)=60(1.5)x models an animal population after x years. How does the-example-1
answered
User Skuallpa
by
8.1k points
5 votes
Hello there.

The function f(x)=60(1.5)x models an animal population after x years.

How does the average rate of change between Years 3 and 6 compare to the average rate of change between Years 0 and 3?

The average rate of change is 3.375 times as fast.
answered
User Mike Shepard
by
8.4k points
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