3. Techniques of Differentiation

Find the indicated derivative.

$f(x)=3x-4$

$f^{\(\prime\)}(x)=$

Find the indicated derivative.

$d/dt(-5t)$

Find the indicated derivative.

$d/dt(-5x)$

Find the indicated derivative.

$d/dx\(\left\)(\(\pi\]\right\))$

Find the indicated derivative.

$f(x)=6x^4-4^3$

$f^{\(\prime\)}\(\left\)(x\(\right\))=$

Find the indicated derivative.

$d/dt(5-7t^{-3})$

Find the indicated derivative.

$y=\(\frac\)52x^5+2x^3+6x-\(\frac{\surd3}{4}\)$

$y^{\(\prime\)}=$

Find the indicated derivative.

$h(t)=\(\frac\)12t^3+\(\frac{4}{t^2}\)t+3\(\sqrt{t}\)$

$h^{\(\prime\)}(t)=$