Derivative of Sin 2x Practice Questions

What is the Derivative of Sin 2x

Derivative of sin 2x refers to the rate of change of sin 2x to the independent variable x. Sin 2x is a trigonometric function in which the angle of the sine function is expressed as twice the angle. Using the double angle formula in trigonometry, we can find the sine of the angle whose value is doubled. The most commonly used formula of sin 2x is twice the product of the sine function and cosine function, which is mathematically given by, sin 2x = 2 sin x cos x....

How to Find Derivative of Sin 2x

Here we are going to find the derivative of Sin 2x proof by three methods – First Principle, Chain Rule, Product Rule....

Examples on Derivative of sin 2x

Example 1 : If cos A = 3/5 where A is in quadrant I, then find the value of sin 2A?...

Derivative of Sin 2x Practice Questions

Q1. The derivative of sin 3x is?...

Derivative of Sin 2x Frequently Asked Questions

What is meaning of sin 2x?...