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The dropdwons that say "select" on part c and d is asking "is it increasing, decreasing or staying constant"

The dropdwons that say "select" on part c and d is asking "is it increasing, decreasing or staying constant"

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter11: Differential Equations
Section11.1: Solutions Of Elementary And Separable Differential Equations
Problem 59E: According to the solution in Exercise 58 of the differential equation for Newtons law of cooling,...
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The dropdwons that say "select" on part c and d is asking "is it increasing, decreasing or staying constant"

A culture of bacteria grows in number according to the function N(t), where t is measured in hours. 4t N(t) = 300ol 1 + t2 + 100 (a) Find the rate of change of the number of bacteria. N'(t) = (b) Find N'(0), N'(10), N'(20), and N'(30). N'(0) = N'(10) = N'(20) = N'(30) = (c) Interpret the results from part (b). At t = 0 hours, the bacteria population is --Select--- |---Select-- v. At t = 10 hours, the bacteria population is ---Select--- At t = 20 hours, the bacteria population is v. And at t = 30 hours, the bacteria population is ---Select--- (d) Find N"(0), N"(10), N"(20), and N"(30). N"(0) = N"(10) = N"(20) = N"(30) = Interpret what the answers imply about the bacteria population growth. v. At t = 10 hours, the rate at which the bacteria population is changing is At t = 0 hours, the rate at which the bacteria population is changing is ---Select--- | ---Select--- v. At t = 20 hours, the rate at which the bacteria population is changing is --Select--- At t = 30 hours, the rate at which the bacteria population is changing is --Select---
Transcribed Image Text:A culture of bacteria grows in number according to the function N(t), where t is measured in hours. 4t N(t) = 300ol 1 + t2 + 100 (a) Find the rate of change of the number of bacteria. N'(t) = (b) Find N'(0), N'(10), N'(20), and N'(30). N'(0) = N'(10) = N'(20) = N'(30) = (c) Interpret the results from part (b). At t = 0 hours, the bacteria population is --Select--- |---Select-- v. At t = 10 hours, the bacteria population is ---Select--- At t = 20 hours, the bacteria population is v. And at t = 30 hours, the bacteria population is ---Select--- (d) Find N"(0), N"(10), N"(20), and N"(30). N"(0) = N"(10) = N"(20) = N"(30) = Interpret what the answers imply about the bacteria population growth. v. At t = 10 hours, the rate at which the bacteria population is changing is At t = 0 hours, the rate at which the bacteria population is changing is ---Select--- | ---Select--- v. At t = 20 hours, the rate at which the bacteria population is changing is --Select--- At t = 30 hours, the rate at which the bacteria population is changing is --Select---
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Calculus For The Life Sciences
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ISBN:
9780321964038
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