Let b(t) represent the population of bunnies on Greentree Island t weeks after the population was first recorded. Assume that b(0) = 124, b(20) = 902, b(40) = 1381 20 b'(t)dt = 380, b'(t)dt = 829 10 B) A) What was the population on the island exactly 10 weeks after the population was first recorded? 10 0 b'(t)dt = 30 40 D) S₁ 30 20 C) What was the population on the island exactly 30 weeks after the population was first recorded? b'(t)dt = bunnies. bunnies.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 9T
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Let b(t) represent the population of bunnies on Greentree Island t weeks after the population was first recorded.
Assume that b(0) = 124, b(20) = 902, b(40) = 1381
20
b'(t)dt
b'(t)dt = 380,
10
A) What was the population on the island exactly 10 weeks after the population was first recorded?
10
B) [b'(t)dt = 0
0
40
30
fb'lt
S₁
20
C) What was the population on the island exactly 30 weeks after the population was first recorded?
D) b'(t)dt
30
b'(t)dt = 829
=
bunnies.
bunnies.
Transcribed Image Text:Let b(t) represent the population of bunnies on Greentree Island t weeks after the population was first recorded. Assume that b(0) = 124, b(20) = 902, b(40) = 1381 20 b'(t)dt b'(t)dt = 380, 10 A) What was the population on the island exactly 10 weeks after the population was first recorded? 10 B) [b'(t)dt = 0 0 40 30 fb'lt S₁ 20 C) What was the population on the island exactly 30 weeks after the population was first recorded? D) b'(t)dt 30 b'(t)dt = 829 = bunnies. bunnies.
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