Question

Watch on YouTube Given the graph of $f(x)$ above, $f'(1) \approx 4$ $f'(2) \approx 3$ $f'(3) \approx 0$ $f'(4) \approx -3$ $f'(5) \approx -5$ Since these values are decreasing increasing

Name: watch on youtube given the graph of fx above f1 approx 4 f2 approx 3 f3 approx 0 f4 approx 3 f5 approx 5 since these values are decreasing increasing 44137
Uploaded: 2020-04-11T02:28:58-08:00
Duration: 34 s
Channel: Amrita Bhasin
Description: watch on youtube given the graph of fx above f1 approx 4 f2 approx 3 f3 approx 0 f4 approx 3 f5 approx 5 since these values are decreasing increasing 44137

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Given the graph of $f(x)$ above,
$f'(1) \approx 4$
$f'(2) \approx 3$
$f'(3) \approx 0$
$f'(4) \approx -3$
$f'(5) \approx -5$
Since these values are
decreasing
increasing

watch on youtube given the graph of fx above f1 approx 4 f2 approx 3 f3 approx 0 f4 approx 3 f5 approx 5 since these values are decreasing increasing 44137

Added by Samuel J.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Amrita Bhasin

04/11/2020

Step 1

The derivative $f'(x)$ at a point $x$ represents the slope of the tangent line to the graph of $f(x)$ at that point. Let's examine the graph to estimate the slope at $x=1, 2, 3, 4, 5$. Step 2: Estimate $f'(1)$ At $x=1$, the graph is increasing steeply. We need Show more…

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Watch on YouTube Given the graph of $f(x)$ above, $f'(1) \approx 4$ $f'(2) \approx 3$ $f'(3) \approx 0$ $f'(4) \approx -3$ $f'(5) \approx -5$ Since these values are decreasing increasing