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Mathematics
Mathematics
Problem
Let
β
\beta
β
satisfy
∣
tan
β
∣
=
3
4
|\tan\beta|=\dfrac{3}{4}
∣
tan
β
∣
=
4
3
and
β
\beta
β
lies in the fourth quadrant. Find: a. (i)
tan
β
\tan\beta
tan
β
b. (ii)
cot
β
\cot\beta
cot
β
c. (iii)
sin
β
\sin\beta
sin
β
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