Question

draw the angle in standard position. 300°. choose the correct answer.

Explanation:

Step1: Recall angle in standard - position

An angle in standard position has its vertex at the origin and its initial side along the positive x - axis. A $300^{\circ}$ angle is a counter - clockwise rotation.

Step2: Analyze the quadrant

Since $270^{\circ}<300^{\circ}<360^{\circ}$, the terminal side of a $300^{\circ}$ angle lies in the fourth quadrant.

Answer:

We need to look for the option where the angle is measured counter - clockwise from the positive x - axis and the terminal side is in the fourth quadrant. Without seeing the full details of each option, but based on the general knowledge of angles in standard position, a $300^{\circ}$ angle starts from the positive x - axis and rotates counter - clockwise into the fourth quadrant. If one of the options shows a counter - clockwise rotation and the terminal side in the fourth quadrant, that is the correct one.