Find the first derivative and second derivative of given function w.r.t the independent variable x.
`y = l nx^(2) + tanx`.

Find the first derivative and second derivative of given function w.r.t the independent variable x. y = root(7)(x) + tanx

Find derivative of given functions w.r.t. the independent variable x. y=x^(2)tan x

Find derivative of given functions w.r.t. the independent variable x. x sin x

Find derivative of given functions w.r.t. the independent variable x. y=e^(x) ln x

Find the first derivative and second derivative of given functions w rt the independent variable x(i)y=ln x^(2)+sin x(ii)y=x^((1)/(7))+tan x

Find the first derivative & second derivative of given functions w.r.t. corresponding independent variable. r=12/x

Find the first derivative & second derivative of given functions w.r.t. corresponding independent variable. y=6x^(2)-10x

Find derivative of given functions w.r.t. the independent variable x. y=(x^(2)+1)(x+5+1/x)

Find the derivative of given function w.r.t. corresponding independent variable y=x^(2)+sin x