On a logarithmic scale, how is the equation S = CA^z described?(a) log C / Z log A = log S(b) log C + Z log A =log S(c) log C xlog ZA = log S(d) -Z log A – log C = log SI had been asked this question during a job interview.The query is from Patterns of Biodiversity topic in chapter Biodiversity and Conservation of Biology – Class 12

On a logarithmic scale, how is the equation S = CA^z described?(a) log

1.	On a logarithmic scale, how is the equation S = CA^z described?(a) log C / Z log A = log S(b) log C + Z log A =log S(c) log C xlog ZA = log S(d) -Z log A – log C = log SI had been asked this question during a job interview.The query is from Patterns of Biodiversity topic in chapter Biodiversity and Conservation of Biology – Class 12
Answer» Correct choice is (b) log C + Z log A =log S Easy EXPLANATION: On a logarithmic scale, S = CA^z is DESCRIBED as log S = log C + Z log A. Here S = Species richness, A = Area explored, Z = SLOPE of the LINE (regression coefficient), and C = Y-intercept.

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