Find the Exact Value tan(6)

Problem

tan(6)

Solution

1. Identify the input of the function. The expression tan(6) refers to the tangent of 6 radians, as there is no degree symbol ( specified.

2. Determine if the value can be simplified. The number 6 is not a standard multiple of π (such as π/6 π/4 or π/3 that results in a simple radical or rational exact value.

3. Conclude the exact form. Since 6 radians does not correspond to a special angle on the unit circle, the expression tan(6) is already in its simplest exact trigonometric form.

Final Answer

tan(6)=tan(6)

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