In the equation log, S = log, C + Z, log, A,w | vedclass

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Question

(D) The equation $\log\, S = \log\, C + Z\, \log\, A$ represents the species-area relationship,which is a linear form of the power function $S = CA^Z$

Vedclass · Accepted Answer

Slope of the line (regression coefficient)

Vedclass · Answer

(D) The equation $\log\, S = \log\, C + Z\, \log\, A$ represents the species-area relationship,which is a linear form of the power function $S = CA^Z$.In this equation:$S$ represents species richness.$A$ represents area.$C$ is the $Y$-intercept.$Z$ represents the slope of the line,also known as the regression coefficient.Therefore,the correct option is $D$.

In the equation $\log\, S = \log\, C + Z\, \log\, A$,what does '$Z$' represent?

Similar Questions

What is the significance of the slope of regression in a species-area relationship?

What is biodiversity? Describe the different patterns of biodiversity with examples.

$A$ species-area curve is drawn by plotting the number of species against the area. Why is the slope of the regression line steeper when a very large area (like an entire continent) is considered compared to smaller areas?

Describe latitudinal gradients in patterns of biodiversity.

For which of the following will the slope of the $Z$ line be steeper?

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