What is true for X in the figure representing | vedclass

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(B) The species-area relationship is described by the equation $S = CA^Z$,where $S$ represents species richness,$A$ represents area,$C$ is the $Y$-int

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$Log\ S = \log\ C + Z \log\ A$

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(B) The species-area relationship is described by the equation $S = CA^Z$,where $S$ represents species richness,$A$ represents area,$C$ is the $Y$-intercept,and $Z$ is the slope of the line (regression coefficient).When this equation is plotted on a logarithmic scale,it becomes a linear equation: $\log\ S = \log\ C + Z \log\ A$.In the provided figure,the straight line represents the logarithmic form of the species-area relationship,which is $\log\ S = \log\ C + Z \log\ A$. Thus,$X$ corresponds to this linear equation.

List $I$	List $II$
$A$. Robert May	$I$. Species-Area relationship
$B$. Alexander von Humboldt	$II$. Long term ecosystem experiment using outdoor plots
$C$. Paul Ehrlich	$III$. Global species diversity at about $7$ million
$D$. David Tilman	$IV$. Rivet popper hypothesis

What is true for $X$ in the figure representing the species-area relationship?

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