Easy multiple choice, I will rate and like. Thank you! Consider this problem.Water is drained from a swimming pool at a rate given byr (t) =100e žgallons per hour, where k = 20.If the pool could drain forever (infinite time), how much water would drain from the pool?Step through the solution.Advice: solve the problem on paper. Then, answer the following questions.The total amount of water drained is given by the integral of the rate function over the infınite time interval:S* 100e¯ž dt[ Select ]improper OR undefined OR divergent OR indeterminateThis integral isA student worked out the antiderivative of 100e¯. They considered several possibilities:A) 100e¯B) – 100k · eC) 100 eThe correct antiderivative is possibility [Select ] A OR B OR C ♥After the student applied the evaluation theorem, and after they completed some algebra steps, they needed to take this limit:limeb → ∞They considered several possibilities:A) OB) 1C) ∞The correct limit is possibility [Select] A OR B OR C ♥

Answered: Image /qna-images/answer/60084cc9-2cd4-4561-a527-d95a6eda942a.jpg

Consider this problem. Water is drained from a swimming pool at a rate given by r (t) = 100e¯ź gallons per hour, where k = 20. If the pool could drain forever (infinite time), how much water would drain from the pool? Step through the solution. Advice: solve the problem on paper. Then, answer the following questions. The total amount of water drained is given by the integral of the rate function over the infinite time interval: * 100e¯ź dt improper OR undefined OR divergent OR indeterminate This integral is Select ] A student worked out the antiderivative of 100ei. They considered several possibilities: A) 100e¯í B) – 100k - e¯ź C) e 100 The correct antiderivative is possibility ( Select] A OR B OR C ♥ After the student applied the evaluation theorem, and after they completed some algebra steps, they needed to take this limit: lim They considered several possibilities: A) O B) 1 C) 0 The correct limit is possibility [ Select] A OR B OR C

Consider this problem. Water is drained from a swimming pool at a rate given by r (t) = 100e¯ź gallons per hour, where k = 20. If the pool could drain forever (infinite time), how much water would drain from the pool? Step through the solution. Advice: solve the problem on paper. Then, answer the following questions. The total amount of water drained is given by the integral of the rate function over the infinite time interval: * 100e¯ź dt improper OR undefined OR divergent OR indeterminate This integral is Select ] A student worked out the antiderivative of 100ei. They considered several possibilities: A) 100e¯í B) – 100k - e¯ź C) e 100 The correct antiderivative is possibility ( Select] A OR B OR C ♥ After the student applied the evaluation theorem, and after they completed some algebra steps, they needed to take this limit: lim They considered several possibilities: A) O B) 1 C) 0 The correct limit is possibility [ Select] A OR B OR C

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Question

100%

Easy multiple choice, I will rate and like. Thank you!

Consider this problem.
Water is drained from a swimming pool at a rate given by
r (t) =
100e ž
gallons per hour, where k = 20.
If the pool could drain forever (infinite time), how much water would drain from the pool?
Step through the solution.
Advice: solve the problem on paper. Then, answer the following questions.
The total amount of water drained is given by the integral of the rate function over the infınite time interval:
S* 100e¯ž dt
[ Select ]
improper OR undefined OR divergent OR indeterminate
This integral is
A student worked out the antiderivative of 100e¯. They considered several possibilities:
A) 100e¯
B) – 100k · e
C) 100 e
The correct antiderivative is possibility [Select ] A OR B OR C ♥
After the student applied the evaluation theorem, and after they completed some algebra steps, they needed to take this limit:
lim
e
b → ∞
They considered several possibilities:
A) O
B) 1
C) ∞
The correct limit is possibility [Select] A OR B OR C ♥

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