If f(x)=sinx then find (fofof)(a) where a belongs to [0, pi/2]
and d/dx(fofof)^x |x=a

Question

If f(x)=sinx then find (fofof)(a) where a belongs to [0, pi/2] and d/dx(fofof)^x |x=a

Harshit Singh · Answer

Dear Student f(x)=sinx then (fofof)(a) = sin(sin(sin(a))) d/dx(fofof)^x |x=a= cos(sin(sin a))* cos(sin a) * cos a Thanks

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If f(x)=sinx then find (fofof)(a) where a belongs to [0, pi/2] and d/dx(fofof)^x |x=a

If f(x)=sinx then find (fofof)(a) where a belongs to [0, pi/2]
and d/dx(fofof)^x |x=a

1 Answers

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If f(x)=sinx then find (fofof)(a) where a belongs to [0, pi/2] and d/dx(fofof)^x |x=a

If f(x)=sinx then find (fofof)(a) where a belongs to [0, pi/2]and d/dx(fofof)^x |x=a

1 Answers

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If f(x)=sinx then find (fofof)(a) where a belongs to [0, pi/2]
and d/dx(fofof)^x |x=a