Duplicate Question
The question on this page has been marked as a duplicate question.
Original Question
The radius r, in inches, of a spherical balloon is related to the volume V by r(V)= cubed√3V/4pi Air is pumped into the balloon...Asked by Anonymous
The radius r, in inches, of a spherical balloon is related to the volume V by r(V)= ∛3V/4π
Air is pumped into the balloon so the volume after t seconds is given by V(t)=16+14t.
a. Find the expression for the composite function r(V(t)).
b. What is the exact time in seconds when the radius reaches 12 inches?
For part a I got r(V(t)) = ∛(3(16+14t)/4π)
but for part b is got 515.9 s and it says it's wrong. I've tried it a few times and keep getting a similar answer. What am I doing wrong?
Thanks
Air is pumped into the balloon so the volume after t seconds is given by V(t)=16+14t.
a. Find the expression for the composite function r(V(t)).
b. What is the exact time in seconds when the radius reaches 12 inches?
For part a I got r(V(t)) = ∛(3(16+14t)/4π)
but for part b is got 515.9 s and it says it's wrong. I've tried it a few times and keep getting a similar answer. What am I doing wrong?
Thanks
Answers
Answered by
Anonymous
Okay, question is not for you then... No offense meant.
Answered by
Pokemon_Lover_2021
😅It is fine... no offence taken!
Answered by
oobleck
well, I get 515.87
But the exact time is 8/7 (144π - 1)
But the exact time is 8/7 (144π - 1)
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.