Exponential growth of plants is expressed with equation, $W_{t} = W_{o} e^{r t}$ . In this equation 'e' represents

Weight of the plant at time 't'

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Growth rate

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Base of natural logarithms

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Elongation per unit time

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Solution

The correct option is C
Base of natural logarithms

Exponential growth in terms of dry weight is expressed by $W_{t} = W_{0} e^{r t}$ .

$W_{t}$ = weight at time 't'

$W_{o}$ = initial weight

r = growth rate

t = time of growth and e=base of natural logarithms.

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Which of the following statements are true regarding the exponential growth model of a population?

I. Exponential growth model shows a S-shaped growth curve.

II. Exponential growth curve is expressed by the equation dN/dt = rN.

III. Any species growing exponentially under unlimited resources can reach enormous population densities in a short time.

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