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Trigonometry Jeopardy Radians Degrees Misc Trig The Chart Reference Angles Short Answer 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 The definition of a radian Radians-Degrees for 100 What is a way to measure an angle, where the intercepted Arc is equal to the radius The radian measure for 0 242 Radians-Degrees for 200 What is approximately 4.22 radians. The new angle measure for 2.71 Radians-Degrees for 300 What is 0 approximately 155 The exact value 0 for 210 Radians-Degrees for 400 What is 7π/6 The exact value for 5π/9 Radians-Degrees for $500 What is 100 0 sec θ equals this Misc Trig for 100 What is 1/cos θ This is how many degrees are in one radian. Misc Trig for 200 What is approximately 0 57.3 The unit in which radians are measured Misc Trig for 300 What is no unit tan θ < 0, and cos θ > 0 means this quadrant Misc Trig for 400 What is IV The sec θ, if the sin θ = -2/5, and cot θ > 0 Misc Trig for 500 What is -5/√(21) cos (π/3) CHART for 100 What is 1/2 Sin 0 90 CHART for 200 What is 1 tan (π/6) CHART for 300 What is √(3)/3 sec π/4 CHART for 400 What is 2/√(2) csc (-π/3) CHART for 500 What is -2/√(3) 0 218 Reference Angles for 100 What is 0 38 7π/3 Reference Angles for 200 What is 0 π/3 or 60 cos 0 240 Reference Angles for 300 What is -1/2 csc 0 480 Reference Angles for 400 What is 2/√(3) cot 11π/2 Reference Angles for 500 What is 0 In radians, the formula for the length of an arc. Short Answer for 100 What is s = r*θ The arc length if the radius is 24 in, and the angle is 1.67 Short Answer for 200 What is 40 in Given the length of an arc is 4.8 cm, the radius is 3 cm, this is the angle measurement in radians. Short Answer for 300 What is 1.6 The height of a tower Is 270 ft. You see the top at 0 an angle of 48 . This is the Hypotenuse. Short Answer for 400 What is 363 ft The decimal approximation for sec (5π/7) Short Answer for 500 What is -1.6