sin(2x+1) find the derivative of x
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Explanation:
Say if the problem y=sin(ax+b)
Then you can find the derivative of this using chain rule.
dydx=cos(ax+b)⋅ddx(ax+b)
dydx=cos(ax+b)(a)
dydx=acos(ax+b)
Similarly
y=sin(2x+1)
dydx=cos(2x+1)ddx(2x+1)
dydx=cos(2x+1)(2)
dydx=2cos(2x+1) Answer
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