What is the derivative of secx?

The derivative of secx with respect to x is denoted by the symbol $\frac {d} {dx}$ (sec x) or (sec x)$’$ and it is equal to secx tanx. Using the fact $\sec x =\frac {1} {\cos x}$, we can find the derivative of sec x by the chain rule and quotient rule of derivatives. The formula for the derivative of secx is given below. (sec x)$’$ = sec x tan x.

How do you prove a derivative of sec x?

The derivative of sec x returns the product of sec x and tan x. We can prove this derivative by differentiating 1 cos x. Here’s a breakdown of the concepts that we’ll learn in this article: x. Learn how to incorporate this to differentiate trigonometric functions that contain it.

What is a proof of differentiation derived of sec x?

Formula, Proof of Differentiation 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.