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Differentiate e^e^x with respect to x :...

Differentiate `e^e^x` with respect to `x` :

Text Solution

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Given: `e^(e^x)`
Let `y=e^(e^x)`
Now differentiate w.r.to `x`
`(dy)/(dx)=d/(dx)e^(e^x).(de^x)/(dx)`

`=e^(e^x).e^x`
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