Given cote = 1+cot²0=csc²0 and sine = sine sine= 5 --1/1. where <0< sine= sine= 3√7 14 3√34 34 3√34 34 3√7 14 << π, use the identities 1 csce to find the exact value of sine.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.4: Multiple-angle Formulas
Problem 16E
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Given cote-
1+ cot²0=csc²0 and sine =
O sine:
O sine=
O sine:
1531. where
3'
O sine=
3√7
14
3√34
34
3√34
34
3√7
14
<0<
<< π, use the identities
1
csce
to find the exact value of sine.
Transcribed Image Text:Given cote- 1+ cot²0=csc²0 and sine = O sine: O sine= O sine: 1531. where 3' O sine= 3√7 14 3√34 34 3√34 34 3√7 14 <0< << π, use the identities 1 csce to find the exact value of sine.
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