Unit 3 trig identities jeopardy
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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. 100 Basic Identities. Question:.

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Unit 3: Trig Identities Jeopardy

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Unit 3 trig identities jeopardy

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


100 basic identities

100 Basic Identities

Question:

Simplify to a single trigonometric Function

Answer:


200 basic identities

200 Basic Identities

Question:

Verify the identity

Answer:


300 basic identities

300 Basic Identities

Question:

Verify the identity

Answer:


400 basic identities

400 Basic Identities

Question:

Verify the identity.

Answer:


100 harder identies

100 Harder Identies

Question:

Verify the identity

Answer:


200 harder identities

200 Harder Identities

Question:

Verify the identity

Answer:


300 harder identities

300 Harder Identities

Question:

Simplify the identity

Answer:


400 harder identities

400 Harder Identities

Question:

Verify the identity

Answer:


100 hardest identities

100 Hardest Identities

Question:

Verify the identity

Answer:


200 hardest identities

200 Hardest Identities

Question:

Verify the identity.

Answer:


300 hardest identities

300 Hardest Identities

Question:

Verify the identity

Answer:


400 hardest identities

400 Hardest Identities

Question:

Verify the identity.

Answer:


100 applying identities

100 Applying Identities

Question:

Find the exact value.

Answer:


200 applying identities

200 Applying Identities

Question:

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

Answer:


300 applying identities

300 Applying Identities

Question:

Find the exact value

Answer:


400 applying identities

400 Applying Identities

Question:

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

Answer:


Final jeopardy

Final Jeopardy

Question:

Simplify


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