Elongation of roots:a. Occurs at a constant r | vedclass

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(D) Root elongation typically follows an arithmetic growth pattern,where the growth rate is constant over time. In arithmetic growth,the mathematical

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Both $a$ & $c$ are true

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(D) Root elongation typically follows an arithmetic growth pattern,where the growth rate is constant over time. In arithmetic growth,the mathematical expression is $L_t = L_0 + rt$,where $L_t$ is the length at time $t$,$L_0$ is the initial length,and $r$ is the growth rate. Statement $a$ is true because the rate of elongation is constant. Statement $c$ is true because root elongation is a classic example of arithmetic growth. Statement $b$ is false because the equation $W_t = W_0 e^{rt}$ represents geometric (exponential) growth,which is characteristic of cell division,not the linear elongation of roots. Therefore,both $a$ and $c$ are true.

Elongation of roots:
$a.$ Occurs at a constant rate
$b.$ Can be expressed by equation $W_t = W_0 e^{rt}$
$c.$ Shows arithmetic growth pattern

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Elongation of roots:$a.$ Occurs at a constant rate$b.$ Can be expressed by equation $W_t = W_0 e^{rt}$$c.$ Shows arithmetic growth pattern