The formula for exponential population growth is $:-$

  • A
    $dN / dt = rN$
  • B
    $dt / dN = rN$
  • C
    $dN / N = rdt$
  • D
    $rN / dN = dt$

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Zero growth of population is indicated by

The population surge $230$ years ago was due to:

Population growth is reduced by environmental resistance. This phase is known as:

$A$: Environmental resistance operates to slow down the exponential phase in logistic population growth.
$R$: $A$ crash phase does not occur in this population.

The human population growth curve of today is:

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