Derivative of Sec x FAQs
What is derivative?
The derivative of the function is defined as the rate of change of the function with respect to a variable.
Write the formula for derivative of sec x.
The formula for derivative of sec x is:
d/dx(sec x) = sec x. tan x
What is the derivative of sec (-x)?
Derivative of sec (-x) is sec(-x).tan(-x).(-1)
What are the different Methods to Prove Derivative of Sec x?
The different methods to prove derivative of sin x are:
- By using First Principle of Derivative
- By Quotient Rule
- By Chain Rule
What is the derivative of Negative sec x?
Derivative of negative sec x i.e., -sec x is (-sec x. tan x).
What is derivative of Cos x?
Derivative of cos x is -sin x.
What is the derivative of 2 sec x?
Derivative of 2sec x is 2 sec x. tan x
What is the derivative of Tan x?
Derivative of tan x is sec2 x.
Derivative of Sec x
Derivative of Sec x is sec x tan x. Derivative of Sec x refers to the process of finding the change in the secant function with respect to the independent variable. The specific process of finding the derivative for trigonometric functions is referred to as trigonometric differentiation, and the derivative of Sec x is one of the key results in trigonometric differentiation.
In this article, we will learn about the derivative of sec x and its formula including the proof of the formula using the first principle of derivatives, quotient rule, and chain rule as well.