Answered: x(4) = v(4) = a(4) = 3.195 1.856 -14.53…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 94E

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1 right or left 2 X (t) < 0 X(t) > 0 V(t) < 0 V(t) > 0 a(t) < 0 a(t) > 0 x (t) and v(t) are opposite signs x (t) and v(t) are the same sign x (t) and a(t) are opposite signs x (t) and a (t) are the same sign (t) and a(t) are opposite signs (t) and a(t) are the same sign 3 increasing or decreasing 4 X (t) < 0 X(t) > 0 V(t) < 0 V(t) > 0 a(t) < 0 a(t) > 0 x (t) and v(t) are opposite signs x (t) and v(t) are the same sign x (t) and a(t) are opposite signs x (t) and a (t) are the same sign (t) and a(t) are opposite signs (t) and a(t) are the same sign 5increasing or decreasing 6 X (t) < 0 X(t) > 0 V(t) < 0 V(t) > 0 a(t) < 0 a(t) > 0 x (t) and v(t) are opposite signs x (t) and v(t) are the same sign x (t) and a(t) are opposite signs x (t) and a (t) are the same sign (t) and a(t) are opposite signs (t) and a(t) are the same sign 7away from or towards 8 x (t) < 0 X(t) > 0 V(t) < 0 V(t) > 0 a(t) < 0 a(t) > 0 x (t) and v(t) are opposite signs x (t) and v(t) are the same sign x (t) and a(t) are opposite signs x (t) and a (t) are the same sign (t) and a(t) are opposite signs (t) and a(t) are the same sign For questionnnn 2,4,6 and 8 it’s only one of the options I listed