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0:03:45

Use the rules for derivatives to find the derivative of function defined as follows ... | Plainmath

0:01:18

Find derivatives of the function defined as follows. y=-4e^{-0.3x} | Plainmath

0:01:27

Find the derivatives of the functions defined as y = \sin e^{4x} | Plainmath

0:02:44

Find the derivatives of the functions y=(1+x^{2})e^{\tan-1x} | Plainmath

0:01:48

Derivatives Find the derivative of the following functions. y = \ln 2x^{8} | Plainmath

0:00:48

Find the derivatives of the functions defined as. y=\tan^{8}x | Plainmath

0:01:23

Find the derivatives of the functions defined as. y=\cos^{4}x | Plainmath

0:01:19

First Partial Derivatives Given z = f(x)g( y), find z_{x} + z_{y} | Plainmath

0:01:16

Find the values of the derivativesdw/dz at z=4 if PSKw=z+\sqrt{z} | Plainmath

0:02:01

Find the derivatives of the function r = (\csc \theta + \cot \theta)^{-1} | Plainmath

0:02:01

Find the derivatives of the functions s=\cos^{4}(1-2t) | Plainmath

0:01:10

Calculating derivatives Find the derivative of the following functions. y=x\sin x | Plainmath

0:02:12

Derivatives involving other trigonometric functions Find the derivative of the following | Plainmath

0:01:22

Derivatives involving other trigonometric functions Find the derivative of the ... | Plainmath

0:01:02

Find derivatives of the functions defined as follows: y=e^{-2x} | Plainmath

0:01:17

Find derivatives of the functions defined as follows: y=7^{3x+1} | Plainmath

0:00:53

Find derivatives of the functions defined as follows: y=4-5^{x+2} | Plainmath

0:02:06

Find derivatives of the functions defined as follows: y=x^{2}/e^{x} | Plainmath

0:01:11

Second derivatives Find y'' for the following functions. y = \tan x | Plainmath

0:01:58

Find the derivatives of the functions y=\log_{2}(\frac{x^{2}}{2}) | Plainmath

0:02:41

Find dy / dx by implicit differentiation. \sin x+2\cos 2y=1 | Plainmath

0:01:13

Derivatives Find the derivative of the following functions. y = \ln 7x | Plainmath

0:02:11

Find the first and second derivatives of the function. y=\cos x^{2} | Plainmath

0:01:28

Find the derivatives of the functions k(x) = x^{2} \sec (1/x) | Plainmath