The angle θ\thetaθ lies in Quadrant III, based on its value.
Using the trigonometric identities, we find the values as follows:
The trigonometric values for θ\thetaθ are sin(θ)=−0.5\sin(\theta) = -0.5sin(θ)=−0.5, cos(θ)=−0.866\cos(\theta) = -0.866cos(θ)=−0.866, tan(θ)=0.577\tan(\theta) = 0.577tan(θ)=0.577, cot(θ)=1.732\cot(\theta) = 1.732cot(θ)=1.732, sec(θ)=−1.155\sec(\theta) = -1.155sec(θ)=−1.155, and csc(θ)=−2\csc(\theta) = -2csc(θ)=−2.
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