(5) Assume that 0 is an angle in a right triangle. (a) If 0 = 30° and the side opposite 0 has length 4, how long is the side adjacent to 0? (b) If 0 = 15° and the hypotenuse has length 12, how long is the side opposite 0? (c) If 0 = 67° and the side adjacent to 0 has length 2, how long is the side opposite 0? (d) If 0 = 32.8° and the side opposite 0 has lengh 14, how long is the hypoteneuse?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 37E
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3.
(5) Assume that 0 is an angle in a right triangle.
(a) If 0 = 30° and the side opposite 0 has length 4, how long is
the side adjacent to 0?
(b) If e = 15° and the hypotenuse has length 12, how long is
the side opposite 0?
(c) If 0 = 67° and the side adjacent to 0 has length 2, how long
is the side opposite 0?
(d) If 0 = 32.8° and the side opposite 0 has lengh 14, how long
is the hypoteneuse?
Transcribed Image Text:3. (5) Assume that 0 is an angle in a right triangle. (a) If 0 = 30° and the side opposite 0 has length 4, how long is the side adjacent to 0? (b) If e = 15° and the hypotenuse has length 12, how long is the side opposite 0? (c) If 0 = 67° and the side adjacent to 0 has length 2, how long is the side opposite 0? (d) If 0 = 32.8° and the side opposite 0 has lengh 14, how long is the hypoteneuse?
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