A carousel with a 50-foot diameter makes 7 revolutions per minute. Find the angular speed of the carousel in radians per minute. Round your answer to two decimal places. O a. 7rpm $ 56.85 radians per minute O b. 7rpm $ 65.97 radians per minute O c. 7 rpm $ 43.23 radians per minute O d. 7 rpm # 21.99 radians per minute O e. 7 rpm $ 43.98 radians per minuteConvert 329.474 to Do MS form. O a. 329 21'20" O b. 329 23'22" O c. 329 28'26" O d. 329 14'13" O e. 32907'7"Evaluate (if possible) the sine, cosine, and tangent of the real number. 371 2 O a. 2 corresponds to the point ( x,> )= (0, 0). sin = 0 2 3 7T cos 2 1= 0 371 tan = 0 2 Ob. 2 corresponds to the point ( x,> )= (1, 0). 37T sin 2 = 1 cos -= 0 tan 2 =0 O C. 2 corresponds to the point ( x,> )= (0, 1). 371 sin 2 = 1 Cos 2 1= 0 tan 2 is undefined. Od. 1 = 2 corresponds to the point ( x,> )= (1,0). 371 sin 2 = 0 COS 2 = 1 37T tan = 0 2 O e. Not possibleFind the point (*, > ) on the unit circle that corresponds to the real number . = 7. Use your results to evaluate tant. O a. 1 3 tant = 2 O b. tant = 0) OC. tant = 2 O di tant = undefined O e- tant = 1Find the exact values of the three trigonometric functions sine, cosine, tangent of the real number I. J? (- a. b) Use the Pythagorean Theorem to determine the third side and then find the two trignometric functions of 9: my and cot 5 c3139: 6 O a. 1 sin8=1 , cot9= E O b. 1 sin9=g . cot9=1 O c. 1 sins: 35 , cot9= E 0 d. 1 sin9=g . cots: 4% OE-sma=1 , cot9= J35 Find the values of a in degrees (00 /2) without the aid of a calculator. 2-13 sec &= 3 O a. 8= 60% = Ob. 8 = 309 = 6 OC. 8= 90% = 2 O d. 8= 450 = 4 O e. g= 00 = 0