Sine and square root chain rule derivative sqrt(sin(x)). #shorts

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Sine and square root chain rule derivative sqrt(sin(x)).

In order to differentiate sqrt(sin(x)), we start by expressing the square root as a fractional power. We then apply the power rule, differentiating the square root with respect to the inner function sin(x). Finally, we tack on the derivative of the interior function, which gives us an extra factor of cos(x), and we clean things up and express the final answer as a single fraction.
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Good ❤❤ do you tan^-1 [ √(1 + x^2)- 1x ]

_SHUBHAM_
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How cosx comes in denominator pls explain

vikasnagpal