A basketball player looks directly at the rim that is 10 feet high. The angle of elevation from her eye level, which is 6 feet above the ground to the rim, is 25 degrees. To the nearest foot, how far away from the rim is she standing? а. 4 ft. b. 6 ft. C. 9 ft. d. 21 ft. 25° 10 ft 6 ft e. 25 ft.

A basketball player looks directly at the rim that is 10 feet high. The angle of elevation from her eye level, which is 6 feet above the ground to the rim, is 25 degrees. To the nearest foot, how far away from the rim is she standing? а. 4 ft. b. 6 ft. C. 9 ft. d. 21 ft. 25° 10 ft 6 ft e. 25 ft.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter8: Applications Of Trigonometry

Section8.2: The Law Of Cosines

Problem 3E

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Question

Hello! I would like help understanding how to solve this problem and get an answer! Thanks!

A basketball player looks directly at the rim that is 10 feet high. The
angle of elevation from her eye level, which is 6 feet above the
ground to the rim, is 25 degrees.
To the nearest foot, how far away from the rim is she standing?
a. 4 ft.
b. 6 ft.
C. 9 ft.
d. 21 ft.
25°
10 ft
6 ft
e. 25 ft.
G.RT.1.4

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