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Chemistry
Chemistry
Problem
Answer the following. a. Prove that
csc
θ
csc
θ
−
sin
θ
≡
sec
2
θ
\frac{\csc \theta}{\csc \theta - \sin \theta} \equiv \sec^2 \theta
c
s
c
θ
−
s
i
n
θ
c
s
c
θ
≡
sec
2
θ
. b. Hence solve, for
0
<
θ
<
2
π
0 < \theta < 2\pi
0
<
θ
<
2
π
,
csc
θ
csc
θ
−
sin
θ
=
2
tan
θ
\frac{\csc \theta}{\csc \theta - \sin \theta} = 2 \tan \theta
c
s
c
θ
−
s
i
n
θ
c
s
c
θ
=
2
tan
θ
.
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