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(C) population growing in a habitat with limited resources follows a logistic growth curve,which exhibits three distinct phases:$(i)$ $C$ represents t

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$A-$Stationary phase,$B-$Log phase,$C-$Lag phase

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(C) population growing in a habitat with limited resources follows a logistic growth curve,which exhibits three distinct phases:$(i)$ $C$ represents the Lag phase: This is the initial phase where the population adapts to the environment and begins to increase in number.$(ii)$ $B$ represents the Log (exponential) phase: This is the second phase where the population utilizes resources maximally,leading to exponential growth. In this phase,the number of births is much greater than the number of deaths.$(iii)$ $A$ represents the Stationary phase: This is the $3^{	ext{rd}}$ phase where the population reaches the carrying capacity $(K)$ of the environment and stabilizes. Here,the number of births equals the number of deaths.Therefore,$A$ is the Stationary phase,$B$ is the Log phase,and $C$ is the Lag phase.

The given population growth curve represents the logistic growth curve. In this curve,identify what $A$,$B$,and $C$ indicate.

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