For x∈R, f(x) = |log2 – sinx| and g(x) = f(f(x)), then
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g(x)=f(f(x))
g′(x)=f′(f(x))f′(x)
g′(0)=f′(f(0))f′(0)
x tending to 0, log2>sinx
f(x)=log2−sinx
f′(x)=−cosx
f′(0)=−1
f′(log2)=−cos(log2)
g′(0)=(−cos(log2))(−1)=cos(log2)
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my self jasnoor kaur from Punjab class 12 commerce
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