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The graphs show how yield Nild changes with population size N in two populations. Based on the relationships, you would concl
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ANSWER : (A) THE POPULATION ON THE LEFT SHOWS DENSITY INDEPENDANT GROWTH AND THE PER CAPITA PER GROWTH RATE R IS A CONTANT

The general equation for the population growth rate (change in number of individuals in a population over time):

dN/dT = rN

In this equation, dN/dT is the growth rate of the population in a given instant, N is population size, T is time, and r is the per capita rate of increase i.e., how quickly the population grows per individual already in the population.

The graph on left shows density independant growth, where the slope (per capita rate, r) of the linear relation remains a constant.

The graph on right shows density dependant growth, where the per capita rate remains varying, ie. the per capita growth rate r is a variable.

Therefore options B,C,D is incorrect as per above findings. Option A is correct.

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