The derivative of d√x/dx can be found using the chain rule of differentiation.
Let y = √x
Therefore,
d y/dx = (1/2) * x^(-1/2) * d x/dx
d√x/dx = (1/2) * x^(-1/2)
Alternatively, we can also write
d√x/dx = 1/(2√x)
Both of these expressions represent the derivative of the square root of x with respect to x.
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