Find the exact values of the six trigonometric functions of the angle θ shown in the figure. (Use the Pythagorean Theorem to find the third side of the triangle.)
A) sin θ =
csc θ = 
Cos θ = 
Sec θ = 
Tan θ = 
Cot θ = 
B) sin θ =
csc θ =
Cos θ =
Sec θ =
Tan θ =
Cot θ =
C) sin θ =
csc θ =
Cos θ = 
Sec θ = 
Tan θ = 
Cot θ = 
D) sin θ =
csc θ = 
Cos θ = 
Sec θ = 
Tan θ = 
Cot θ = 
E) sin θ =
csc θ = 
Cos θ = 
Sec θ = 
Tan θ = 
Cot θ = 
Correct Answer:
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Q239: The point Q240: The terminal side of θ lies on Q241: State the quadrant in which θ lies Q242: Find the exact values of the six Q243: Evaluate each function.Round your answers to four Q245: Find the exact values of the six![]()
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