Derivative of Sin 2x Frequently Asked Questions
What is meaning of sin 2x?
Sin 2x is one of the formulae for double angles in trigonometry. Using this formula, we can get the sine of the doubled value of an angle. Thus sin 2x = 2 sin x cos x.
What is formula of sin 2x?
The formula for sin 2x is 2 sin x.cos x
What is derivative of sin 2theta?
Derivative of sin 2theta is 2 Cos (2theta)
When is sin 2x zero?
The sine function is equal to 0 only at certain angles, specifically at angles that are multiples of π (pi), such as 0, π, 2π, 3π, etc. So, the solutions of the equation sin(2x) = 0 are the angles where 2x is an integer multiple of π.
Derivative of Sin 2x
Derivative of sin 2x is 2cos 2x. Sin 2x is a trigonometric function in which the angle of sin is represented as twice an angle. The trigonometric expansion of sin 2x is 2sinxcosx. The derivative of sin 2x is the rate of change in the function sin 2x to the independent variable x.
In this article, we will learn what is derivative of sin 2x is and how to differentiate sin 2x using various methods in calculus.