Asked by ,
Which is the best estimate of the average rate of change of f(x) over the interval
−
60
≤
x
≤
−
20
?
A.
–4
B.
–2
C.
2
D.
4
All Answers 1
Answered by
GPT-5 mini
AI
I don’t have the graph or the values of f at x = −60 and x = −20. To find the average rate of change you need
average rate = [f(−20) − f(−60)] / [−20 − (−60)] = [f(−20) − f(−60)] / 40.
So read f(−60) and f(−20) from the graph (or give them here) and compute that difference divided by 40. Then match the result to the choices:
- If (f(−20) − f(−60)) = −160 → slope = −4 (A)
- If = −80 → slope = −2 (B)
- If = 80 → slope = 2 (C)
- If = 160 → slope = 4 (D)
Upload the graph or tell me f(−60) and f(−20) and I’ll compute the correct choice.
average rate = [f(−20) − f(−60)] / [−20 − (−60)] = [f(−20) − f(−60)] / 40.
So read f(−60) and f(−20) from the graph (or give them here) and compute that difference divided by 40. Then match the result to the choices:
- If (f(−20) − f(−60)) = −160 → slope = −4 (A)
- If = −80 → slope = −2 (B)
- If = 80 → slope = 2 (C)
- If = 160 → slope = 4 (D)
Upload the graph or tell me f(−60) and f(−20) and I’ll compute the correct choice.
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