Dearborn Public Schools
Quiz 10 Mixed Review
| f | f’ | h | h’ | |
| 1 | 3 | -4 | -5 | 1/3 |
| 2 | 1 | -3 | 2 | 4 |
Given the table above and g(x) = h3 (f(x)), what is g(2)?
2. A particle P is moving along x-axis and its position is given by p(t) = t3 -6t2 . A particle Q is moving along y-axis and its position is given by q(t). At time t=3, q(3) =2 and q’(3) =5
a) For 0 ≤ t ≤ 8, when is particle t moving in the negative direction?
b) How is the distance PQ changing at t=3?
This is quiz 9 https://iblog.dearbornschools.org/math/quiz-9/
This is a practice for calculating integrals. Show complete work. https://iblog.dearbornschools.org/math/integrals/
This is Quiz 6 – Integration https://iblog.dearbornschools.org/math/quiz-6-integration/
Continue to watch the ap lessons and do the daily quizzes.
This is the quiz for today
Read the online learning plan https://iblog.dearbornschools.org/math/remote-learning-plan-ap-calc/
I am sorry for the late post, but tomorrow is my husband’s birthday and I have to get ready for it.
As I am looking at your daily quizzes I noticed many “silly” mistakes. Let’s work towards accuracy, so double check your work, make sure it is organized and readable, and then turn it in.
Here is today’s quiz https://iblog.dearbornschools.org/math/quiz-4-applications-of-derivatives/
This problem is just for fun :
Fresh coffee is draining from an conical filter with a diameter(D) of 5 inches and a heigh(H) of 6 inches at a rate of 13 cubic inches per minute. It is draining into a coffee pot that has a diameter(C) of 5 inches. Assuming that no more water is being poured into the filter, find the following when the water level is 4 inches deep in the filter.
(A) At what rate is the water level in the filter falling?
(B) At what rate is the coffee level in the coffee pot rising?