The exponential growth in the leaf surface area (A) of a plant can be represented as

A_{t} = A_{0} \times r t

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A_{t} = A_{0} + r t

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A_{t} = A_{0} + e^{r t}

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A_{t} = A_{0} e^{r t}

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Solution

The correct option is D $A_{t} = A_{0} e^{r t}$
Exponential growth or geometric growth in surface area of plant part can be expressed by the equation $A_{t} = A_{0} e^{r t} .$

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