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Growth rate of population = (N t-N 0) / (t -t 0) = dN/dt = constant where N t is the number at time t, N 0 is the initial number, and t 0 is the initial time. But at any fixed positive value of r, the per capita rate of increase is constant, and a population grows exponentially. Its growth rate is a function of population size, with the A further refinement of the formula recognizes that different species have inherent differences in their intrinsic rate of increase (often thought of as the potential for reproduction), even under ideal conditions. Obviously, a bacterium can reproduce more rapidly and have a higher intrinsic rate of growth than a human.
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