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**Unit 3: Trig Identities Jeopardy**

Basic Verify/Simplify Harder Verify/Simplify Hardest Verify/Simplify Applying Identities 100 100 100 100 200 200 200 200 300 300 300 300 400 400 400 400

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**Simplify to a single trigonometric Function**

100 Basic Identities Question: Simplify to a single trigonometric Function Answer:

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200 Basic Identities Question: Verify the identity Answer:

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300 Basic Identities Question: Verify the identity Answer:

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400 Basic Identities Question: Verify the identity. Answer:

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100 Harder Identies Question: Verify the identity Answer:

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200 Harder Identities Question: Verify the identity Answer:

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300 Harder Identities Question: Simplify the identity Answer:

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400 Harder Identities Question: Verify the identity Answer:

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100 Hardest Identities Question: Verify the identity Answer:

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200 Hardest Identities Question: Verify the identity. Answer:

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300 Hardest Identities Question: Verify the identity Answer:

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400 Hardest Identities Question: Verify the identity. Answer:

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100 Applying Identities Question: Find the exact value. Answer:

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**200 Applying Identities Question: Answer:**

If csc α = 25/7 and sec β = 5/4, find sin (α – β). Assume both angles are in quadrant I. Answer:

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300 Applying Identities Question: Find the exact value Answer:

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**400 Applying Identities Question:**

If csc = 7/5 and terminates in quadrant II, find the exact value of sin 2. Answer:

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Final Jeopardy Question: Simplify

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EXAMPLE 1 Evaluate trigonometric expressions Find the exact value of (a) cos 165° and (b) tan. π 12 a. cos 165° 1 2 = cos (330°) = – 1 + cos 330° 2 = –

EXAMPLE 1 Evaluate trigonometric expressions Find the exact value of (a) cos 165° and (b) tan. π 12 a. cos 165° 1 2 = cos (330°) = – 1 + cos 330° 2 = –

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