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To find the value of sin2x, cos2x, or tan2x, put the angle in the double angle formula calculator.

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Table of Contents:

The double angle identity calculator finds the value of a double angle for any trigonometric function if the value of an angel is provided. This calculator can compute values of:

- Sin2x
- Cos2x
- Tan2x

Double angle, as the words imply, means to increase the size of the angle to twice its size. It simply means two times of a trigonometric angle i.e 2x in terms of x.

Double angle identities are used to simplify trigonometric calculations.

The main formulas used to find a double angle are:

- Sin2x = 2 (sinx).(cosx)
- Cos2x= 2.cos
^{2}x -1 - tan2x = (2.tanx)/(1 - tan
^{2}x)

You can also calculate half angle of trigonometric identities by using our half angle identity calculator.

You can learn to find the double angle through an example.

*Example*

What is the double angle for sin 40°?

*Solution*

**Step 1: **Write the formula of sin2x.

Sin2x = 2 (sinx).(cosx)

**Step 2:** Put the value of the angle into the formula.

Sin2x = 2 (sin 40).(cos 40)

= 2 (0.642)(0.766)

= 0.9836

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