SOLUTION: Let
θ
be an angle in quadrant
II
such that
=sinθ(4/5)
Find the exact values of
secθ
and
tanθ
Algebra ->
Trigonometry-basics
-> SOLUTION: Let
θ
be an angle in quadrant
II
such that
=sinθ(4/5)
Find the exact values of
secθ
and
tanθ
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You can put this solution on YOUR website! Let
θ
be an angle in quadrant
II
such that
=sinθ(4/5)
Find the exact values of
secθ
and
tanθ
***
working with a (3-4-5) reference right triangle in quadrant II in which sin>0, cos<0
sinθ=4/5
cosθ=-3/5
secθ=1/cosθ=-5/3
tanθ=sinθ/cosθ=-4/3