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10. Two ships sail from the same point at the same time. Ship A sails on a course of 175° while ship B sails on a course of 190°. After 4 hours, ship B was 2 miles due west of ship A. If after 4 hours the distance traveled by ship B is y miles, then which of the following equations solves for y? a) y = (2sin 85°) /sin 15⁰ b) y = (2sin 15°) /sin 85⁰ c) y = (2sin 80°) /sin 15⁰ d) y = (2sin 15°) /sin 80⁰

10. Two ships sail from the same point at the same time. Ship A sails on a course of 175° while ship B sails on a course of 190°. After 4 hours, ship B was 2 miles due west of ship A. If after 4 hours the distance traveled by ship B is y miles, then which of the following equations solves for y? a) y = (2sin 85°) /sin 15⁰ b) y = (2sin 15°) /sin 85⁰ c) y = (2sin 80°) /sin 15⁰ d) y = (2sin 15°) /sin 80⁰

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.5: Product-to-sum And Sum-to-product Formulas
Problem 33E
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10. Two ships sail from the same point at the same time. Ship A sails on a course of 175° while ship B sails on a course of 190°. After 4 hours, ship B was 2 miles due west of ship A. If after 4 hours the distance traveled by ship B is y miles, then which of the following equations solves for y? a) y = (2sin 85°) /sin 15⁰ b) y = (2sin 15°) /sin 85⁰ c) y = (2sin 80°) /sin 15⁰ d) y = (2sin 15°) /sin 80⁰
Transcribed Image Text:10. Two ships sail from the same point at the same time. Ship A sails on a course of 175° while ship B sails on a course of 190°. After 4 hours, ship B was 2 miles due west of ship A. If after 4 hours the distance traveled by ship B is y miles, then which of the following equations solves for y? a) y = (2sin 85°) /sin 15⁰ b) y = (2sin 15°) /sin 85⁰ c) y = (2sin 80°) /sin 15⁰ d) y = (2sin 15°) /sin 80⁰
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