LEARN MORE REMARKS In part (a), note that cos (-) = cos 0; however, sin (-0) = -sin 0. The negative sign of A, reflects the fact that displacement in the y-direction is downward. QUESTION What other functions, if any, can be used to find the angle in part (b)? (Select all that apply.) = cos 0 cos -1 0 = sin-1 ) 0 = sin-1 (√ 2 B. +By = cos-1 B. Bx By 2 X +By B X Bx 2 + B + B ¹ (²) B none of those listed 2 2 X
LEARN MORE REMARKS In part (a), note that cos (-) = cos 0; however, sin (-0) = -sin 0. The negative sign of A, reflects the fact that displacement in the y-direction is downward. QUESTION What other functions, if any, can be used to find the angle in part (b)? (Select all that apply.) = cos 0 cos -1 0 = sin-1 ) 0 = sin-1 (√ 2 B. +By = cos-1 B. Bx By 2 X +By B X Bx 2 + B + B ¹ (²) B none of those listed 2 2 X
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 60E
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