A pharmaceutical company is using bacteria to manufacture a drug. The biomass of the bacteria (in mg/L) at timet (t = time in hours) is 6(t) = –502e-1.3t² The company wants to discover the maximum growth + 509 rate of the bacterial colony in order to determine the optimal rate at which they can extract the drug. What is the maximum growth rate of the bacterial colony rounded to the nearest multiple of 10?

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section: Chapter Questions
Problem 33CT
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A pharmaceutical company is using bacteria to
manufacture a drug. The biomass of the bacteria
(in mg/L) at timet (t = time in hours) is
6(t) = –502e-1.3t²
The company wants to discover the maximum growth
+ 509
rate of the bacterial colony in order to determine the
optimal rate at which they can extract the drug. What
is the maximum growth rate of the bacterial colony
rounded to the nearest multiple of 10?
Transcribed Image Text:A pharmaceutical company is using bacteria to manufacture a drug. The biomass of the bacteria (in mg/L) at timet (t = time in hours) is 6(t) = –502e-1.3t² The company wants to discover the maximum growth + 509 rate of the bacterial colony in order to determine the optimal rate at which they can extract the drug. What is the maximum growth rate of the bacterial colony rounded to the nearest multiple of 10?
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