Question
If f: R → R ,g : R → R and h: R → R are such that f(x)=x2 , g(x)=tanx and h(x)=logx, then the value of (h(g(f(x))))
if x=√π4 will be
if x=√π4 will be
Answer: Option A
:
A
(ho(gof))(x)=h{g{f(x)}}
=h{tanx2}=log{tanx2}
∴Atx=√π4⇒(ho(gof))(x)=logtanπ4
= log 1 = 0
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:
A
(ho(gof))(x)=h{g{f(x)}}
=h{tanx2}=log{tanx2}
∴Atx=√π4⇒(ho(gof))(x)=logtanπ4
= log 1 = 0
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