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Suppose $F(t)$ has the derivative $f(t)$ shown below, and $F(0) = 6$. Find values for $F(4)$ and $F(7)$ 

          Suppose $F(t)$ has the derivative $f(t)$ shown below, and $F(0) = 6$. Find values for $F(4)$ and $F(7)$
Suppose F(t) has the derivative f(t) shown below, and F(0) = 6. Find values for F(4) and F(7)

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Calculus: Early Transcendentals
Calculus: Early Transcendentals
James Stewart 8th Edition
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Suppose f(t) has the derivative f'(t) shown below, and F = 6. Find values for F(4) and F(7).
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Transcript

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00:01 So here in this question we are considering this graph from here is given.
00:05 Here we are given this point like that this is point a, this is point b from here, this is point d from here, this is point e from here.
00:16 Now we can say that if the graph from here is f dash of t, this from here is equal to f of t, which is given...
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