Differentiate dG/dt with respect to time and set the derivative = to zero.
This will give you the value of G when dG/dt is maximum.
The answer is B.
Cameron L.
asked 02/04/21The number of geese is modeled by the function G(t) that satisfies the differential equation
. What is the goose population when the population is increasing most rapidly?
| A | 350 |
| B | 175 |
| C | 70 |
| D | Cannot be determined |
Differentiate dG/dt with respect to time and set the derivative = to zero.
This will give you the value of G when dG/dt is maximum.
The answer is B.
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