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Trig. Jeopardy!. 100. 100. 100. 100. 100. 200. 200. 200. 200. 200. 300. 300. 300. 300. 300. 400. 400. 400. 400. 400. 500. 500. 500. 500. 500. 100. Find a positive AND negative coterminal angle for -100 ⁰. Answer: 260 ⁰ and -460 ⁰ . 200.
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Trig. Jeopardy! 100 100 100 100 100 200 200 200 200 200 300 300 300 300 300 400 400 400 400 400 500 500 500 500 500
100 Find a positive AND negative coterminal angle for -100⁰ Answer: 260 ⁰ and -460 ⁰
200 Find a positive and negative coterminal angle for
300 What is the complement AND supplement for 37⁰ ? Answer: 53⁰ and 143⁰
400 Find the complement and supplement of Answer: and
500 Find the complement for Answer: No solution
100 What is π in degrees? Answer: 180⁰
200 Convert 120⁰ into radians. Answer:
300 Convert into degrees. Answer: 108⁰
400 Convert to radians 800⁰ Answer:
500 Convert into degrees and round to the hundredths. Answer: x = 196.36⁰
100 Sketch the angle and determine its quadrant -210⁰ Answer: quadrant II
200 Find the quadrant that is in. Answer: quadrant III
300 Name the quadrant for the following: Sin < 0 ; tan > 0 Answer: III
400 . What is the sin & cos for 45⁰ on the unit circle? Answer:
500 . What is the formula for finding tangent on the unit circle? Answer: tan =
100 . What is the cos of π? Answer: -1
200 What is the sin of ? Answer:
300 DailyDouble! What is the sin, cos, and tan of the angle given (-3,4) (Hint: find r first) Answer: sin = 4/5 cos = -3/5 tan = -4/3
400 Find the cos, sin, and tan for 120⁰ (Hint: Use + and – of quadrant of given angle, but values for reference angle) Answer:
500 Find the sec, csc, and cot for Answer: -1
100 Name the amplitude of the function below: Y = 3sinx Answer: 3
200 Name the period for y = 4cos2x Answer: π
300 Name the amplitude, period, and any horizontal or vertical shifts for Y = ½ sin4x + 3 Answer: amplitude = ½ ; period = π/2 ; vertical shift up 3
400 Name the amplitude and period of the graph below. Also tell if it is a sin graph or cos graph. Answer: amplitude = 4, sin, period = 2π
500 Graph 2 cycles of y = 2cos(x - ) Answer: