Derivative Review - Math

Card 0 of 8

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

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First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

Tap to see back →

We can use the Chain Rule:

Let , so that .

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

Tap to see back →

First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

Tap to see back →

We can use the Chain Rule:

Let , so that .

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

Tap to see back →

First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

Tap to see back →

We can use the Chain Rule:

Let , so that .

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

Tap to see back →

First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

Tap to see back →

Derivative Review - Math

Find the second derivative of f(x).

First we should find the first derivative of . Remember the derivative of is and the derivative of is : The second derivative is just the derivative of the first derivative:

Find the derivative of the function .

We can use the Chain Rule: Let , so that .

Find the second derivative of f(x).

First we should find the first derivative of . Remember the derivative of is and the derivative of is : The second derivative is just the derivative of the first derivative:

Find the derivative of the function .

We can use the Chain Rule: Let , so that .

Find the second derivative of f(x).

First we should find the first derivative of . Remember the derivative of is and the derivative of is : The second derivative is just the derivative of the first derivative:

Find the derivative of the function .

We can use the Chain Rule: Let , so that .

Find the second derivative of f(x).

First we should find the first derivative of . Remember the derivative of is and the derivative of is : The second derivative is just the derivative of the first derivative:

Find the derivative of the function .

We can use the Chain Rule: Let , so that .

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

We can use the Chain Rule:

Let , so that .

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

We can use the Chain Rule:

Let , so that .

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

We can use the Chain Rule:

Let , so that .

Find the second derivative of f(x).

$f(x)=\frac{1}{4}$ $e^{2x}$-cosx$

First we should find the first derivative of . Remember the derivative of is and the derivative of is :

The second derivative is just the derivative of the first derivative:

Find the derivative of the function

.

We can use the Chain Rule:

Let , so that .