Below is the derivation of csc 0 = 1 sin 0 Definition of the csc e =-(y + 0) y cosecant function yy + 0,r > 0) The reciprocal identity holds for y + 0. Substitute the definition (sin 8 = 0) sin e of the sine function, sin 8 = 2. O The definition of the cosecant function states that csce=y/r. O There is no error committed. O The definition of the cosecant function states that csce=y/x. O Instead of sine, it should be cose. no correct answer

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.3: The Addition And Subtraction Formulas
Problem 80E
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Below is the derivation of csc 0 =
1
sin 0
Definition
of
the
csc e =-(y + 0)
y
cosecant function
yy + 0,r > 0)
The reciprocal identity
holds for y + 0.
Substitute the definition
(sin 8 = 0)
sin e
of the sine function,
sin 8 = 2.
O The definition of the cosecant function states that csce=y/r.
O There is no error committed.
O The definition of the cosecant function states that csce=y/x.
O Instead of sine, it should be cose.
no correct answer
Transcribed Image Text:Below is the derivation of csc 0 = 1 sin 0 Definition of the csc e =-(y + 0) y cosecant function yy + 0,r > 0) The reciprocal identity holds for y + 0. Substitute the definition (sin 8 = 0) sin e of the sine function, sin 8 = 2. O The definition of the cosecant function states that csce=y/r. O There is no error committed. O The definition of the cosecant function states that csce=y/x. O Instead of sine, it should be cose. no correct answer
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