Hiii need help solving those questions please thankyou so much in advance!!

5. For the following function, A. identify: (i) domain, (ii) range, (iii) period, (iv) amplitude, (v) phase shift, (vi) equation of central axis, (vii) maximum value, (viii) minimum value (K:4) B. sketch the functions in the grid provided use table of values. (A:2, C:3) f (x) =-2sin(2x-60)+1 (i) Domain (v) phase shift (ii) Range (vi) central axis (iii) period (vii) maximum (iv) amplitude (viii) minimum 60 9 120 150' 180' 210' 240 270 300 330 350 350 -1 -23. Determine the equation of the function. use cosine. (1&2, 1:2} 4. A Ferris wheel is 26 meters in diameter and guests are boarded from a platform that is 2 meters above the ground at its lowest point of the wheel. It takes 15 minutes for the guests from the lowest point to the highest point. If the function hit} gives the height in meters above the ground 1 minutes after the wheel begins to turn. A. determine an expression for the height function Ml}. {1:2, (3:21 C. how high are you off the ground after 22.5 minutes? {$2} 1. Determine a in the diagram (K:1, A:1, I:1) 15 cm 20 cm 1349 2. Sally (S) and Kate (K) stand some distance away from a building which is 10 m high. Sally measures the angle of elevation of the top of the building to be 35. From Kate's position, the angle of elevation of the top of the building is 50. If the angle SOK between Sally, Kate, and the bottom of the building is 60, find A. the distance between Sally and Kate, correct to the nearest meter. (A:2, C:1) B. the angle SBK (1:2, C:1) ion