A certain population of microorganisms grows at a rate proportional to the amount present under a controlled environment. Initially, the population is 250. It grew to 800 after 7 hours. Match each item to a choice: How much is the population after 9.5 hours? What is the particular solution to the DE? Choices: P = 250e -0.166t P= 250e0.166t P = 250e -0.116t : 1310 # 1210 ! none of these # 1410 # 1110 # none of these P = 250e0-116t

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.7: Applications
Problem 13EQ
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A certain population of microorganisms grows at a rate proportional to the amount present under a controlled environment. Initially, the population is 250. It
grew to 800 after 7 hours.
Match each item to a choice:
How much is the population after 9.5 hours?
What is the particular solution to the DE?
Choices:
P = 250e
-0.166t
P =
-0.116t
: 1310
: 1210
::
250e0.166t
P = 250e
E none of these
P = 250eº
0.116t
: 1410
: 1110
E none of these
Transcribed Image Text:A certain population of microorganisms grows at a rate proportional to the amount present under a controlled environment. Initially, the population is 250. It grew to 800 after 7 hours. Match each item to a choice: How much is the population after 9.5 hours? What is the particular solution to the DE? Choices: P = 250e -0.166t P = -0.116t : 1310 : 1210 :: 250e0.166t P = 250e E none of these P = 250eº 0.116t : 1410 : 1110 E none of these
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