In the exponential growth equation-N t - N 0 e rtWhat does -t- represent-A- intrinsic rate of natural increaseB- Population densityC- the base of natural logarithmsD- Carrying capacity

The correct option is A intrinsic rate of natural increase In the equation nbsp; N_t = N_oe^rt nbsp; N_t is the population size at time t N_o is the initia ...

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Question

In the exponential growth equation:
$N_{t} = N_{o} e^{r t}$
What does " $t$ " represent?

Population density

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intrinsic rate of natural increase

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the base of natural logarithms

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Carrying capacity

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Solution

The correct option is B
intrinsic rate of natural increase

In the equation
$N_{t} = N_{o} e^{r t}$
$N_{t}$ is the population size at time $t$
$N_{o}$ is the initial population size at $t = 0$ ,
$t$ is time
$r$ is the population growth rate per capita or intrinsic rate of natural increase.

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In the exponential growth equation: Nt=Noert What does "t" represent?

The correct option is B intrinsic rate of natural increase In the equation Nt=Noert Nt is the population size at time t No is the initial population size at t = 0, t is time r is the population growth rate per capita or intrinsic rate of natural increase.

In the exponential growth equation:
$N_{t} = N_{o} e^{r t}$
What does " $t$ " represent?

The correct option is B
intrinsic rate of natural increase

In the equation
$N_{t} = N_{o} e^{r t}$
$N_{t}$ is the population size at time $t$
$N_{o}$ is the initial population size at $t = 0$ ,
$t$ is time
$r$ is the population growth rate per capita or intrinsic rate of natural increase.