The function tan(π−x) can be simplified using the properties of the tangent function.

Step 1: Recognize that the tangent function has a period of π. This means that tan(π−x) = tan(-x).

Step 2: Use the property that tan(-x) = -tan(x).

So, tan(π−x) = -tan(x).

Question

The function tan(π−x) can be simplified using the properties of the tangent function.

Step 1: Recognize that the tangent function has a period of π. This means that tan(π−x) = tan(-x).

Step 2: Use the property that tan(-x) = -tan(x).

So, tan(π−x) = -tan(x).

Knowee AI · Accepted Answer

The function tan(π−x) can be simplified using the properties of the tangent function.

Step 1: Recognize that the tangent function has a period of π. This means that tan(π−x) = tan(-x).

Step 2: Use the property that tan(-x) = -tan(x).

So, tan(π−x) = -tan(x).

tan(π−x)