Asked by Karen
Find the range of the function F(x)= integral from negative 6 to x of √(36-t^2) dt
Answers
Answered by
Ms. Sue
Karen /Alice -- please use the same name for your posts.
Answered by
Alice
I will do it
Answered by
oobleck
I'm sure you can verify that
F(x) = x/2 √(36-x^2) - 9π
So the range is [-9,9] - 9π
F(x) = x/2 √(36-x^2) - 9π
So the range is [-9,9] - 9π
Answered by
Alice
my teacher said I am wrong and he gave the options to choose:
a) [0,36pi]
b) [0,18pi]
c) [-6,6]
d) [-6,0]
Which one will be? PLEASE AND HOW
a) [0,36pi]
b) [0,18pi]
c) [-6,6]
d) [-6,0]
Which one will be? PLEASE AND HOW
Answered by
Ro
It is b because the domain of the integral is from [-6,6], and plugging these numbers in results in a range from [0,18pi]
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.