A player is standing on a basketball court. The angle of elevation from the foot of the player to a 10 foot high basket is 30 degrees. How far is the player from the base of the basketball pole?

Let x be the distance from the player to the base of the basketball pole.

We can use the tangent function to solve for x.
tan(30) = opposite/adjacent
tan(30) = 10/x
x = 10/tan(30)
x ≈ 17.32
The player is approximately 17.32 feet from the base of the basketball pole.