## horizontal tangents at = 0.2 = 1 and 2 =3. Let gbe the function defined by o(2) = f h(t)dt for 2 <=<6. (a) Find the value

horizontal tangents at = 0.2 = 1 and 2 =3. Let gbe the function defined by

o(2) = f h(t)dt for 2 <=<6.

(a) Find the value of g(5).

(b) Find the value of g(-2). Show the computations that lead to your answer.

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Find the x-coordinate of each critical point of g on the interval -2 <=<6.

(d) Classify each critical point from part (c) as the location of a relative minimum, a relative

maximum, or neither for g. Justify each of your answers.

(e) For-2

Justify your answers

(1) Explain why there must be a value of w, for l< w < 5, such that g(t) = 5.

(e) Find lim 1-5. Give a reason for your answer.

(h) The function 2 is defined by z(x) = 9(22r). It is known that h(4) = 11.25. Find : (2).

Show the computations that lead to your answer.

## Answers ( )

Answer:5654Step-by-step explanation:6655544