Derivative of Cosec x
What is derivative?
Derivative of the function is defined as the rate of change of the function with respect to a variable.
What is formula of cosec x?
The formula pf cosec x is 1/sin x
Write formula for derivative of cosec x.
Formula for derivative of cosec x is: (d/dx) [cosec x] = -cot x × cosec x
What is derivative of cosec (-x)?
Derivative of cosec (-x) is cot(-x)×cosec(-x)
What are different methods to prove derivative of cosec x?
Different methods to prove derivative of cosec x are:
- By using First Principle of Derivative
- By Quotient Rule
- By Chain Rule
What is derivative of -cosec x?
Derivative of -cosec x is cot x × cosec x
What is derivative of cos x?
Derivative of cos x is -sin x.
What is derivative of 2 cosec x?
Derivative of 2 cosec x is -2 cot x × cosec x.
What is derivative of tan x?
Derivative of tan x is sec2 x.
Derivative of Cosec x
Derivative of Cosec x is -Cot x Cosec x. The derivative of cosec x is represented by the d/dy(cosec x). It explains about the slope of the graph of cosec x. Cosecant Functions are denoted as csc or cosec and defined as the reciprocal of the sine function i.e., 1/sin x.
In this article, we will discuss all the topics related to the derivative of cosec x including its proof using various methods. Let’s start our learning on the topic of Derivative of Cosec x.
Table of Content
- What is Derivative of Cosec x?
- Proof of Derivative of Cosec x
- Examples Using Derivative of Cosec x
- Practice Problems on Derivative of Cosec x