Let f(x)=∫−3x​g(t)dt where g is the function whose graph is shown below: (a) Evaluate f(−3) −1 21​ 43​ 1 0 −43​ −21​ 23​

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Let F X 3x G T Dt Where G Is The Function Whose Graph Is Shown Below A Evaluate F 3 1 21 43 1 0 43 21 23 1 (30.66 KiB) Viewed 29 times

Let F X 3x G T Dt Where G Is The Function Whose Graph Is Shown Below A Evaluate F 3 1 21 43 1 0 43 21 23 2 (30.8 KiB) Viewed 29 times

Let F X 3x G T Dt Where G Is The Function Whose Graph Is Shown Below A Evaluate F 3 1 21 43 1 0 43 21 23 3 (23.25 KiB) Viewed 29 times

Let F X 3x G T Dt Where G Is The Function Whose Graph Is Shown Below A Evaluate F 3 1 21 43 1 0 43 21 23 4 (28.37 KiB) Viewed 29 times

Let F X 3x G T Dt Where G Is The Function Whose Graph Is Shown Below A Evaluate F 3 1 21 43 1 0 43 21 23 5 (33.06 KiB) Viewed 29 times

Let f(x)=∫−3x​g(t)dt where g is the function whose graph is shown below: (a) Evaluate f(−3) −1 21​ 43​ 1 0 −43​ −21​ 23​
(b) Evaluate f(−1) −21​ 1 21​ 0 43​ −43​ −1 23​ (c) Evaluate f(0) 23​ −43​ −21​ 0 43​ −1 1
21​ (d) Evaluate f(1) 23​ 21​ −21​ −43​ 43​ 0 1 −1 (e) Evaluate f(3) −43​ 23​ −1 1 21​
−21​ 0 43​ (f) Evaluate f(5) −21​ 23​ 21​ 1 −43​ −1 43​ 0 (g) On what interval(s) is f increasing? (−3,−1) and (1,3) (−3,1) and (1,−3) (−3,1) and (−1,3) (−3,−1) and (1,−3) (−2,−1) and (1,3)
(h) What are the maximum and minimum values of f over [−3,5] ? (23​) and (45​) (25​) and (−23​) (23​) and (−23​) (23​) and (−43​) (23​) and (21​) (23​) and (−21​) (34​) and (43​)