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Find second derivative of sin(2x) wrt x

Solution:
Your problem `->` second derivative of sin(2x) wrt x


`d/(dx)(sin(2x))`

`=cos(2x)d/(dx)(2x)`

`=2cos(2x)`

Now, `d^2/(dx^2)(sin(2x))=d/(dx)(2cos(2x))`

`d/(dx)(2cos(2x))`

`=-2sin(2x)d/(dx)(2x)`

`=-4sin(2x)`






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