Find tan p. tan p = 4/3 tan p = 3/5 tan p = 3/4 tan p 4/5 For a circle of radius

Question

Find tan p. tan p = 4/3 tan p = 3/5 tan p = 3/4 tan p 4/5 For a circle of radius 4 feet the length s subtended by a central angle of 30 degree. Round to the nearest hundredth. 376,99 ft 4.19 ft 6.28 ft 2.09 ft Use a calculate to find the value of cos 11.8 degree. Round to the nearest hundredth. 0.19 -1.88 -0.47 0.88 The blade of a windshield wiper sweeps out an angle of 136 degree in one cycle. The base of the blade is 12 inches from the pivot point and the tip is 32 inches from the pivot point. What area does the wiper cover in one cycle ?(Round to the nearest 0.1 square inch.) 9483 in^2 1105.3 in ^2 1041.8 in^2 1036.7 in ^2 Find the exact value of the indicated trigonometric function of theta sin theta = 1/2, sec theta less than 0 Find cos theta and tan theta cos theta =- root 3/2, tan theta = root 3/3 cos theta = root 3/2, tan theta = root 3/3 cos theta = - root 3/2, tan theta = - root 3/3 cos theta = - root 3, tan theta = 10 root 3/3 Use the even - odd properities to find the exact value of the expression. Do not use a calculator. Cos (- pie/4) - root 3/2 root 3/2 root 2/2 root 2/2 Convert the angle to a decimal in degree. round the answer to two decimal places, 23 degree 4737 23.79 degree 23.84 degree 23.52 degree 23.94 degree Use a calculator to find the approximate value of the expression. Round the answer to two decimal places. Cot 0.2146 1.02 0.98 0.22 4.59

Explanation / Answer

13) tanP = 12/16 = 3/4

14) arc length = 4 x (pi/6) = 2.09 ft

15) cos118 = -0.47

16) area = (0.75pi/2)(322- 122) = 1036.7 in2

17) option C

18) option D

19) A. 23.790

20) D. 4.59

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