Question: Find the point P = (x, y) on the unit circle determined by the given value of angle 0: and y = (a) If

Find the point P = (x, y) on the unit circle determined by the given value of angle 0: and y = (a) If 0 = (b) If 0 = T 2 (e) If 0 = 

Find the point P = (x, y) on the unit circle determined by the given value of angle 0: and y = (a) If 0 = (b) If 0 = T 2 (e) If 0 = (c) If 8= T 3 3 2 (f) If 0=- then x = (d) If 0 = = =, then x = 3 4 then x = then x = -, then x = 3r then x = and y = 0: and y = and y= and y= and y = a) tan (2) () = b) tan ( 5 ) = c) cot (7) d) sec Find the exact value of each without using a calculator: e) csc = (7) (5) = 0 (4) = (1 point) Find all values of 0 between 0 and 2x that satisfy the following equations. If there are multiple answers, separate them by commas. (Enteras pi.) (a) sin = 1/2 0 (b) sin = -1/2 Answer: 0= Answer: 0=

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