Let b(t) represent the population of bunnies on Greentree Island t weeks after the population was first recorded.
Assume that b(0) =
126126,
b(20) =
12671267,
b(40) = 13571357
Integral from 10 to 20 b prime left parenthesis t right parenthesis dt∫1020b′(t)dt
=
475475,
Integral from 20 to 30 b prime left parenthesis t right parenthesis dt∫2030b′(t)dt
= 890890
A) What was the population on the island exactly 10 weeks after the population was first recorded?
B)
Integral from 0 to 10 b prime left parenthesis t right parenthesis dt∫010b′(t)dt
=
C) What was the population on the island exactly 30 weeks after the population was first recorded?
D)
Integral from 30 to 40 b prime left parenthesis t right parenthesis dt∫3040b′(t)dt
=
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