Find the derivative f m(x) of the following function with respect to x:
fm(x) = ( m
X * n^ x · x ^n )^2
n=1
For n=1n=1n=1
fm(x)=(mx⋅1x⋅x1)2=(mx2)2=m2x4,fm(x)=(mx\cdot1^x\cdot x^1)^2=(mx^2)^2=m^2x^4,fm(x)=(mx⋅1x⋅x1)2=(mx2)2=m2x4,
fm′(x)=4m2x3.fm^{'}(x)=4m^2x^3.fm′(x)=4m2x3.
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