Using a Trigonometric Identity InExercises 69–74, use the function value tofind the indicated trigonometric value in thespecified quadrant.Function Value Quadrant Trigonometric Value69. sin θ = −35 IV cos θ70. cot θ = −3 II csc θ71. tan θ = 32 III sec θ72. csc θ = −2 IV cot θ73. cos θ = 58 I csc θ74. sec θ = −94 III cot θ
Using a Trigonometric Identity InExercises 69–74, use the function value tofind the indicated trigonometric value in thespecified quadrant.Function Value Quadrant Trigonometric Value69. sin θ = −35 IV cos θ70. cot θ = −3 II csc θ71. tan θ = 32 III sec θ72. csc θ = −2 IV cot θ73. cos θ = 58 I csc θ74. sec θ = −94 III cot θ
Using a Trigonometric Identity InExercises 69–74, use the function value tofind the indicated trigonometric value in thespecified quadrant.Function Value Quadrant Trigonometric Value69. sin θ = −35 IV cos θ70. cot θ = −3 II csc θ71. tan θ = 32 III sec θ72. csc θ = −2 IV cot θ73. cos θ = 58 I csc θ74. sec θ = −94 III cot θ
Using a Trigonometric Identity In Exercises 69–74, use the function value to find the indicated trigonometric value in the specified quadrant. Function Value Quadrant Trigonometric Value 69. sin θ = −3 5 IV cos θ 70. cot θ = −3 II csc θ 71. tan θ = 3 2 III sec θ 72. csc θ = −2 IV cot θ 73. cos θ = 5 8 I csc θ 74. sec θ = −9 4 III cot θ
Equations that give the relation between different trigonometric functions and are true for any value of the variable for the domain. There are six trigonometric functions: sine, cosine, tangent, cotangent, secant, and cosecant.
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