Q #2 Please complete the blanks on the Unit Circles in Diagrams I-II. Diagram I Angle 8 (x,y)=( (cos 8, sin 8) Diagram II rads, Angle 8 = (x, y) = (______) (cos 8, sin 8) = (________». deg. rads. Angle 8 (x,y)=( (cos 8, sin 8) rads, deg. Angle 8 (x, y) = (____ (cos 8, sin 8) =(₂ deg. Angle 8 = rads, deg. (x, y) = (______), (cos 8, sin 8) = (________-. _rads, rads, Angle 8 = deg. (x, y) = (______), (cos 8, sin 8) = (_______›. rads, Angle 8 = deg. (x, y) = (______), (cos 8, sin 8) =( ________₁_ 11z Angle 86 rads, 330 = deg. (x, y) = (______), (cos 8, sin 8) = (________›_ deg.

Q #2 Please complete the blanks on the Unit Circles in Diagrams I-II. Diagram I Angle 8 (x,y)=( (cos 8, sin 8) Diagram II rads, Angle 8 = (x, y) = () (cos 8, sin 8) = (». deg. rads. Angle 8 (x,y)=( (cos 8, sin 8) rads, deg. Angle 8 (x, y) = ( (cos 8, sin 8) =(₂ deg. Angle 8 = rads, deg. (x, y) = (), (cos 8, sin 8) = (____-. _rads, rads, Angle 8 = deg. (x, y) = (__), (cos 8, sin 8) = (_›. rads, Angle 8 = deg. (x, y) = (), (cos 8, sin 8) =( ____₁_ 11z Angle 86 rads, 330 = deg. (x, y) = (), (cos 8, sin 8) = (__›_ deg.

Trigonometry (MindTap Course List)

8th Edition

ISBN:9781305652224

Author:Charles P. McKeague, Mark D. Turner

Publisher:Charles P. McKeague, Mark D. Turner

Chapter2: Right Triangle Trigonometry

Section: Chapter Questions

Problem 5GP

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