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Find the derivative of the function.y=\sin x

Question:

Find the derivative of the function.

{eq}y=\sin x {/eq}

Differentiation:

Differentiation is the method of finding a change in function with respect to some variable.

There are many fundamental and derived formulas for differential questions.

The formula, we are going to use in this question:

{eq}(\sin u )' = \cos u {/eq}

Answer and Explanation:

We have,

{eq}y=\sin x {/eq}

Here, we are asked by direct sin x,

Using formula,

{eq}(sin \ u) ' = cos \ u {/eq}

so,

{eq}\therefore \color{blue}{y'=\cos x } {/eq}


Learn more about this topic:

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Basic Calculus: Rules & Formulas

from Calculus: Tutoring Solution

Chapter 3 / Lesson 6
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