Value of Trigonometric Functions

Various values of trigonometric functions are used to solve complex functions. Basic values of trigonometric functions can be learned from the tale below:

Tan 30 Degrees

The value of tan 30 degrees is 1/2. In radians, tan 30° is written as tan π/6. In fraction form, the value of tan 30° is 1/√3, and in decimal form, the value is 0.577.

In this article, we are going to learn how to derive the value of tan 30 degrees and its use in trigonometric functions.

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Tan 30 Degree Value

The value of tan 30 degrees is equal to 0.577. Converting degree to radian, that is, θ (radians) = θ × π/180° The value of tan 30 degrees is calculated by various methods, including the formula of the trigonometric ratio....

Tan 30 Degree Derivation

We can derive the value of tan 30 Degree using the graphical method....

Value of Trigonometric Functions

Various values of trigonometric functions are used to solve complex functions. Basic values of trigonometric functions can be learned from the tale below:...

Tan 30 Degrees in Terms of Trigonometric Functions

Trigonometric functions are also called circular functions or trigonometric ratios. The relationship between angles and sides is represented by these trigonometric functions. The representation of the value of tan 30° using trigonometric functions are:...

Solved Examples on Tan 30 Degree

Let’s solve some example problems on Tan 30 Degree....

Tan 30 Degree- FAQs

Write the value of tan 30°....