f is a continuous function with a domain [−3, 9] such that
f of x equals 3 for x between negative 3 and 0 including negative 3, equals negative 1 times x plus 3 for x between 0 and 6 inclusive, and equals negative 3 for x greater than 6 and less than or equal to 9
and let g of x equals the integral from negative 2 to x of f of t, dt.

On what interval is g increasing? Justify your answer.

For 0 ≤ x ≤ 6, express g(x) in terms of x. Do not include +C in your final answer.

Question

f is a continuous function with a domain [−3, 9] such that
f of x equals 3 for x between negative 3 and 0 including negative 3, equals negative 1 times x plus 3 for x between 0 and 6 inclusive, and equals negative 3 for x greater than 6 and less than or equal to 9
and let g of x equals the integral from negative 2 to x of f of t, dt.

On what interval is g increasing? Justify your answer. 

For 0 ≤ x ≤ 6, express g(x) in terms of x. Do not include +C in your final answer.

anonymous · Answer

https://gyazo.com/39fe74c2b3cf6a155a251ae62440a283

anonymous · Answer

did you figure out the answer to this?