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.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text: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 = rads, deg.
330
(x, y) = (______), (cos 8, sin 8) = (________›_
deg.
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