Given sec (theta) = -2, tan (theta) > 0. Find the exact values of Sin (theta) and cot (theta)
+130511 This has to be an angle in the 3rd quagrant for the secant to be negative and the tangent to be positive.
The secant is = 2 where the cosine = 1/2, i.e., 60 degrees. So this is a 60 degree angle in quad 3 = 240 degrees.
The sine = -√(3)/2 and the cotangent = 1/√(3) (or √(3)/3)
+130511 This has to be an angle in the 3rd quagrant for the secant to be negative and the tangent to be positive.
The secant is = 2 where the cosine = 1/2, i.e., 60 degrees. So this is a 60 degree angle in quad 3 = 240 degrees.
The sine = -√(3)/2 and the cotangent = 1/√(3) (or √(3)/3)
