It would be better if u can plz type out the answers instead of writing them on paper. I find hard to read handwritings

7. Describe the transformations to the graph of f (I) = (5031' to produce each of the following functions. a) 9(1) = 2.\";1' _ 60) + 1 (3 marks) 1 . = 3 __, b) 9(1) '\" 21) (2 marks) (I) lcosfx + 45) + 2 c) g 3 (3 marks) d) 9(1) = 4503(21 _ 90) 3 (4 marks) Use your knowledge of sinusoidal functions to solve the following real-world situations. 1.Awater wheel has a radius of 10 metres. 3 metres of one full revolution every 40 seconds. Using a point \"P" located on the rim of the water wheel, the time is started when that point reaches its maximum height. a) Determine the height of the bucket after 32 seconds. (3 marks) b) Determine when the height of the bucket is 11 metres. (2 marks) 2. The population of prey in a predator-prey relation is shown in the graph below. Time is in years since 1985. a) Determine the maximum and minimum values of the population. (2 marks) b) Determine an equation to represent the situation. (2 marks) c) Determine the population in 2019. (1 mark) d) Determine when the population was 400 prey for the first and second times. (2 marks)