Listed below are 5 functions, each denoted g(x) and each involving a real number constant
c > 1.If f(x) = 2^{x}, which of these 5 functions yields the greatest value for f(g(x)), for all
x > 1?
c > 1.If f(x) = 2^{x}, which of these 5 functions yields the greatest value for f(g(x)), for all
x > 1?
A. g(x) = cx
B. g(x) = c/x
C. g(x) = x/c
D. g(x) = x – c
E. g(x) = log_{c}x
B. g(x) = c/x
C. g(x) = x/c
D. g(x) = x – c
E. g(x) = log_{c}x
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