Calculations: Time between stations, time around, operation hours, people per car, trips per car per day,people per car per day, number of cars, people per day, rush hour on the (T) at eight am on tuesday and saturday tweleve pm. 

Time between stations: Our first step was to convert eighteen mph to 18 mpm. We did this by putting 18 miles over 60 minutes, then taking one of each of the distances over 18miles and 60 minutes, then timing the distance and the 18 miles by 60.Leavining us to divide the distance divided by 18. We did this for each distance to find the time between each station. 

Time around: The time around all the stations we found out to be 1 hour. We found this by first adding all the times between the stations, then we encounted for 3 minutes for people to get on plus having eight stations. So therefore we times 8 by 3 and then added that to the total minutes between each. And we got 51 minutes. We say an hour to encount for transfering and other problems. 

Operation Hours:  I looked at the timing of the t station and I also looked at the NYC capable car and saw what there operation hours were and made times based off of theres. Which ended up being sun-thurs (6am-3am) and friday- saturday (6am- 3:45am).

People per car: We have not finalized this number but we came up with the number 50 people. We made this educated decesion by looking at past gondolas. However we are still doing research. 

Trips per car per day: We took the hours of operations which was 21 all together then times it by 1.So the trips per car per day would be 21.

People per car per day: We took the people per car (x) the trip per car per day and got the result of 1050.Which means that 1,050 people are on the capable car per day.

Number of cars: Since we want the cars to come continuously we thought 34 cars would be enough. However this number is not finallized either, because it might be a possibility that we could have more. 

People per day: To find how many people would or could ride the car a day we took the people per car per day (x) number of cars. Which gave the result of 35700 people per day. 

Rush hour 12pm: To find the amount of time it takes during rush hour on a saturday at 12 in the afternnoon. I did this by going to the MBTA website and typed in each station to find how many minutes it takes to get from each. 

Rush hour 8am tuesday: I did the same process for the other mbta time. 

--This showed the difference of the length of time on a capable car vs the T rail.