Answer these in order for a project 1-3 is just background information already done but i chose the ferris wheel high roller so use those measurements

Instructions for Group Project - Modeling Sinusoidal Functions For this project you will construct a sine or cosine function that models the periodic nature of Ferris wheels in groups. The sinusoidal functions or can be used to model the height of a single cabin on a Ferris Wheel, in feet, as a function of time , in minutes. Please complete the following: 1. Form a group. If you do not choose your group members, your professor will make a group for you. 2. Choose a famous Ferris Wheel that another group has not selected from the following list: A. Ain Dubai Location: Dubai, United Arab Emirates Diameter: 820 feet One revolution time length: 38 minutes B. High Roller Location: Las Vegas, Nevada 520 feet p%20Project.pdf Prec x 8 Pree 2/6 100%% +HO 3. Research your Ferris Wheel's history, construction and any other interesting facts. Include a picture(s) and cite sources. 5 points Construction of the High Roller ferris wheel started in 2011 and finished in 2014. The High Roller has 28 cabins and a capacity to fit up to 40 people. It has more than 2000 lights attached which can show various colors. Estimated cost of the project is 550 million dollars Introducinglasvegas.com D & a Relaunch to up 3 /6 100% 4. Draw a scale diagram of your Ferris Wheel. Label the radius and diameter. Also label the four 5 / 6 - 100% + H points of the cabin with its time and height for one rotation on the Ferris Wheel. Please go clockwise. 5 points Diameter- $20 ft Radius" 256 ft 5. Determine the five possible coordinates for the five key points for one cabin's height starting 9. Confirm and write your model function, 5 points from 1-0 (minutes). Report the fieight over time during the ride for one full rotation. 5 points (minutes) height (feet) 10. Using your model function, calculate the height (in feet) of to three decimal places. Include work to justify your solution 6. Plot the five points from your table on the graph. Label your y-axis and x-axis clearly with units and dimensions. Make a title for your graph. Connect the five points to graph two full 11. Use your graph from Desmos, determine the first time (in periods of the model. Draw a midline through your graph. 5 points 40 feet above the ground. Explain the work using your graph tpibl x @ Pears X N Neth x M inbox | Preci x Prec x 620Project.pdf Relau 16 100% 7. Find the values A, B. C, and D for . Use radians. Include work to support your solutions 15points 8. Graph your function as using https/www.desmos.com/calculator Change the dimensions of your axes and step. Check that your values for t is producing the correct output height values. If is not, redo part 8. Once you have confirmed that it is the correct 5 points function, copy and paste your Desmos graph showing two periods