Question 1 [5 points) Given the following graph, determining the following characteristics of the sinusoidal function. 1. What is the minimum? (Record your answer to the nearest integer in the first blank) 2. What is the maximum? (Record your answer to the nearest integer in the second blank) 3. What is the amplitude? (Record your answer to the nearest integer in the third blank) 4. What is the period? (Record your answer to the nearest degree in the fourth blank) 5. What is the equation of the midline? (Record the equation in the fifth blank) Blank # 1 A Blank # 2 A Blank # 3 Blank # 4 A Blank # 5 AQuestion 2 [5 points) Given the following graph, determining the following characteristics of the sinusoidal function. 1. What is the minimum? (Record your answer to the nearest integer in the first blank) 2. What is the maximum? (Record your answer to the nearest integer in the second blank) 3. What is the amplitude? (Record your answer to the nearest integer in the third blank) 4. What is the period? (Record your answer to the nearest degree in the fourth blank) 5. What is the equation of the midline? (Record the equation in the fifth blank) Blank # 1 A Blank # 2 A/ Blank # 3 Blank # 4 A Blank # 5 A/Question 3 (5 points) Sketch and upload a graph of a sinusoidal function with the following characteristics: . period= 180 . Maximum = 1 . Midline that has the equation y = -3 In the answer box you can upload an image, file, video, or a link to a Google Drive file. Format v B I U -Question 4 [5 points] Sketch and upload a graph of a sinusoidal function with the following characteristics: - period= 200 - Maximum = 4 - Minimum = -4 - y-intercept at (0,0) In the answer box you can upload an image, file, video, or a link to a Googi'e Drive fe. Question 5 [5 points] The height over time of a person riding a Ferris wheel can be modelled using a sinusoidal function. Sketch and upload a height versus time graph for a person riding a Ferris wheel with the following characteristics: - The person reaches a maximum of 15 m. {I mark) The person reaches a minimum of 1 m. {I mark) It takes T0 5 for the Ferris wheel to turn once. {I mark} At time 0. the person is at height 1 m. (I mark) Describe how you used each parameter to sketch the graph (1 mark) in the answer box you can upload an image, fiie, video, or a iink to a Googie Drive fife. Paragraph