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Mathematics
Problem
Let
tan
α
=
3
4
\tan \alpha = \dfrac{3}{4}
tan
α
=
4
3
with
0
<
α
<
π
2
0<\alpha<\dfrac{\pi}{2}
0
<
α
<
2
π
. Evaluate
sin
α
+
cos
α
sin
α
−
cos
α
\dfrac{\sin \alpha + \cos \alpha}{\sin \alpha - \cos \alpha}
sin
α
−
cos
α
sin
α
+
cos
α
. a)
3
4
\dfrac{3}{4}
4
3
b)
−
7
-7
−
7
c)
7
7
7
d)
1
7
\dfrac{1}{7}
7
1
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