Explain the formula for rapid growth in plant | vedclass

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Question

(A) In plants,rapid growth is typically represented by geometric growth,where both daughter cells resulting from mitosis retain the ability to divide

Vedclass · Accepted Answer

Geometric growth: $W_1 = W_0 e^{rt}$

Vedclass · Answer

(A) In plants,rapid growth is typically represented by geometric growth,where both daughter cells resulting from mitosis retain the ability to divide and continue to do so.The formula for geometric growth is $W_1 = W_0 e^{rt}$.Here,$W_1$ represents the final size (weight,height,or number).$W_0$ represents the initial size at the beginning of the period.$r$ represents the relative growth rate.$t$ represents the time of growth.$e$ represents the base of natural logarithms (approximately $2.718$).This exponential growth leads to a sigmoid curve when plotted against time.

$P$	$Q$
$1.$ Nutrients (Macro and Micro)	$a.$ Medium for enzymatic activities
$2.$ Oxygen	$b.$ Synthesis of protoplasm and act as a source of energy
$3.$ Water	$c.$ Releasing metabolic energy for growth activities

Explain the formula for rapid growth in plants.

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$P$ $Q$
$1.$ Nutrients (Macro and Micro) $a.$ Medium for enzymatic activities
$2.$ Oxygen $b.$ Synthesis of protoplasm and act as a source of energy
$3.$ Water $c.$ Releasing metabolic energy for growth activities

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