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Differentiate tan(x+45) with respect to ...

Differentiate `tan(x+45)` with respect to `x` :

Text Solution

Verified by Experts

Given that `y=tan(x+45)`
`(dy)/(dx)=sec^2 (x+45) (d)/(dx) (x+45)`
`(dy)/(dx)=sec^2 (x+45)`

Answer is:
`(dy)/(dx)=sec^2 (x+45)`
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