Answer:
\frac{\sqrt{3} }{2} - .75
Step-by-step explanation:
cot Θ = Sqrt (3)
SinΘ = 1/2 CscΘ = 2
CosΘ = Sqrt3 / 2 SecΘ = 2Sqrt3 / 3
TanΘ = Sqrt3 / 3 CotΘ = Sqrt (3)
Cotangent is Adjacent over Opposite
Adjacent = Sqrt 3
Opposite = 1
That means the Hyp = 2 (Pythag Theorem)
Sin Θ * Cot Θ - CosΘ ² =
1/2 * Sqrt 3 - .75 = (Sqrt3 / 2) - .75
Sqrt3 / 2 - .75 is as far as I can get.
