I need answers for all theses

Project 3 with examples. You are not allowed to use the Ferris Wheel or shore town that I used in examples. 1. You will do a search and find a famous Ferris Wheel. I found the Melbourne Star. You need the diameter and the time for one revolution. You may need to find this on Wikipedia. For mine the diameter was 394 feet and it takes 30 minutes to go once a round. Next make an input output table for your wheel. With time input (units) and output height from the ground. (units) It should have at least 2 periods. T (min) 0 7.5 15 22.5 30 37.5 45 52.5 60 H(ft) 0 197 394 197 0 197 394 197 0 From table find the midline, period, and amplitude. Then find the equation for H. 2. Look up a shore town. Idid Mantoloking, NJ. Find a tide chart. This will sometimes have the high tides and low tides grouped together. So when you put it in a table start with a high or low tide. when putting in a table leave a gap to fill in when tide is in the middle so for my town I found. High tide at time zero tide height .4 feet, high tide 13 hours later at .3 feet, low tide was at 7 hours later and was 0 feet. So I have to change my inputs and outputs to make it fit a sine/cosine curve exactly. So I average the high tides to get .35 feet. Also since the time between high tides is 13 hours | make my low tide be half way between at 6.5. So my initial table looks like this. T(hr) o 6.5 13 H(ft) .35 o .35 Next fill in your middle numbers H(ft) .35 .175 o .175 .35 T(hr) o 3.25 6.5 l 9.75 13 Now again nd a function that fits data. Finally for the first table you used probably used cosine forthe function. Now find a sine function that fits the rst table