Derivative Of Arccos

Derivative Of Arccos

What is the derivative of Archos Square X?

Use the Chinese rule.

First, remember:

The source of f (x) = arccos x is given by f (x) = 1 / sqrt (1 x 2)

g (x) = squared x = x (1/2) = 1 / (2 squared (x))

[f (g (x))] = [f (g (x))] * g (x) = [1 / square (1x)] [1 / (2 sqrt (x))] = 1 / [(sqrt) (1 x)) (2 square (x))] =

1 / (2 squared (x x 2))

(It can be expressed in other ways as well).

Check the work to make sure you haven't typed, but this is the right way.

Derivative Of Arccos

Derivative Of Arccos

What is the derivative of arccos sqrt x? 3

Use series rules.

First, remember:

The derivative of f (x) = arccos x is given by f (x) = 1 / sqrt (1 x 2).

g (x) = square x = x (1/2) = 1 / (2 square (x)) derivative

[f (g (x))] = [f (g (x))] * g (x) = [1 / square (1x)] [1 / (2sqrt (x))] = 1 / [(sqrt ( 1 x)) (2 square (x))] =

1 / (2sqrt (x x 2))

(This can be expressed in other ways as well).

Check the work to make sure you haven't made a typo, but this is the right way.

Derivative Of Arccos