If y=(sin x) ^(sin x ^sin x ....oo) then prove that dy/dx=(y^2 cot x)/(1-y log (sin x))
![If y = e^(x sin^2 x) + (sin x)^x, find dy/dx [with Video] - Teachoo](https://d1avenlh0i1xmr.cloudfront.net/5541d182-4194-4c7b-8259-fc25ccc6f3b9/slide14.jpg "If y = e^(x sin^2 x) + (sin x)^x, find dy/dx [with Video] - Teachoo")
If y = e^(x sin^2 x) + (sin x)^x, find dy/dx [with Video] - Teachoo
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![SOLVED:The graph of y=sinx over [0,2 π] is the of y=sinx.](https://cdn.numerade.com/previews/148a0a7c-9c49-4b88-9d80-bf34c531003a_large.jpg "SOLVED:The graph of y=sinx over [0,2 π] is the of y=sinx.")
SOLVED:The graph of y=sinx over [0,2 π] is the of y=sinx.
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If y=(sin x) ^(sin x ^sin x ....oo) then prove that dy/dx=(y^2 cot x)/(1-y log (sin x))
If y = ( sin x)^(sinx)^((sinx)....oo)`, Then prove that `dy/dx = (y^2 cot x)/(1-y log sin x)... - YouTube
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