d.c. of cos√x with respect to x is
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heya!!
let Cos ( √x ) = y
Differentiate w.r.t. x
dy / dx = - Sin ( √x ) × d ( √x ) / dx
By chain rule of differentiation.
dy / dx = - Sin ( √x ) / 2√x
Have a nice day ahead.
let Cos ( √x ) = y
Differentiate w.r.t. x
dy / dx = - Sin ( √x ) × d ( √x ) / dx
By chain rule of differentiation.
dy / dx = - Sin ( √x ) / 2√x
Have a nice day ahead.
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