Least Expensive Airfare to Four Continents
Least expensive air
travel from Omaha to four continents - Europe, Asia, South America and Africa.
Outline
Ground rules
This is somewhat of a
competition. I give extra points for the person with the least total airfare to
all of these continents. All airfares must be
roundtrip from Omaha, and must for be a three-week period from now until Sept.
1. It can be two different airlines, in which case you would present two
different graphic files. The timing must be such that you can make the
connection. Provide at least 3 hours. If the connection has you spending the
night at the airport, you must include the cost of a hotel.
Generally, the least
expensive fares to these destinations are from coastal cities in the US, like
LA and New York. In order to get the lowest fare, you need to find the least
expensive coastal city and the least expensive flight from Omaha to that city.
Sites like Kayak and Expedia won't do this automatically. There may be some
ground transportation involved in transferring to a nearby airport. Include the
ground transportation cost and associated graphics. Bigger cities have multiple
airports so don't get confused. New York, for example, has five airports: JFK,
LaGuardia, Newark, White Plains, and Newburgh. Only three offer international
flights. The cheapest flights are often from the smaller airports that charge a
lesser fee for landing.
You don't need to check luggage but you do need to include a carry-on bag.
Prices vary widely
during this period. They also vary by day of the week. You must present
screenshots of the airfare with sufficient detail to
verify the dates, connections, and price - including taxes. Use only commercial
airlines - you can't use military aircraft or family connections with commercial
companies. The flight leaves from Omaha – you can't
drive to another city.
Method
I used the trial and
error method in choosing my flights. I used google
flights for this assignment and just looked all over each continent for the
cheapest round-trip flights. I also based the price into where I was landing,
that way I can plan what I want to do when I do land in these cities. After
comparing the dates google flights offered with the prices of other airline
services, I was able to choose the cheapest rates to get my price down.
Influence of travel dates and cities
For
finding the cheapest flights to Europe, I chose Northern Europe because in
google flights, it was the cheapest route to go. I then scrolled through the
various cities and looked at dates from now until late August to find the
cheapest rates. Manchester would be a sweet city to visit, especially being in
the United Kingdom, I could do some travelling to parts around. I did the same
method for finding my flights to and from Asia but had to dial into the
continent of Asia a little more. I thought that the bigger, more touristy
cities would be cheaper. This was wrong considering they were more expensive. I
also have an overnight layover in Denver on my trip back from Asia, but it is
only 3 hours so I will not need a hotel room. I have no knowledge of Chengdu so
I will need to do lots of research on what is near and things to do, that way
the money I saved on the flight can be used for activities/stay.
As far as flying to-and-from South America, I had some
other factors play into this. If I ever do get the chance to go to South
America, I would love to see the Andes mountain range and in going through Lima
this would be possible. I did keep the same system of trial and error on some
of the bigger cities and just choosing the dates based off price. The final
information was the hardest to find because flying into Africa is expensive.
After looking into many major cities, I decided to fly into Nigeria because it
had the cheapest options by hundreds of dollars. Again, like Chengdu, I have
never thought about going to Africa so I will need to do research on what I can
do in Nigeria.
After I went back in to edit my flight information, I
stopped looking at the where and looked for just the price. I looked for the
cheapest flights to each continent on multiple services. The dates are varied
and chose from whichever had the best rates. I do have an overnight layover to
and from Asia which will make me need to book a hotel that night, but otherwise
this was the cheapest route. I was able to cut out $1,000 off of my original
total to be just above $2,000 for all four trips.
Least expensive round-trip from Omaha to Europe
This is the flight to
Europe. This image shows the price as well as flight from Omaha to Chicago.
This is the flight to
Europe. This image shows the travel from Chicago to Madrid as well as return
flights from Madrid to Charlotte and then to Omaha.
Least expensive round-trip from Omaha to Asia
This flight is to
Asia. This image shows the price, as well the flight from Omaha to Seattle and
the overnight layover.
This flight to is Asia.
This image shows after the layover in Seattle, flight from Seattle to Beijing,
and flight from Beijing to Shanghai. It also shows the first part of my return
flight from Shanghai to Seattle.
This flight is to
Asia. This image shows the flight information from Shanghai to Seattle, the
overnight layover, and flight from Seattle to Omaha.
Least expensive round-trip from Omaha to South America
This flight is to South America. This image shows the total cost as well
as the flight from Omaha to Dallas and the layover.
This flight is to
South America. This image shows after my layover in Dallas and the return home
information from San Jose.
Least expensive round-trip from Omaha to Africa
This flight is to
Africa. This image shows the cost from Madrid to Morocco and back.
This flight is to
Africa. This image shows the cost from Omaha to Madrid, as well as part one of
my trip and the layover in Chicago.
This flight is to
Africa. This image shows after my layover in Chicago, the flight to Madrid, and
my return flight from Madrid to Charlotte to Omaha.
Sum total of all four airfares
Europe:
__$468.25_________
Asia: __$601.73_________
South America:
__$434.69_________
Africa:
__$570.09_________
Total price: $2,074.76
Submitted by Trey Mumma
on 2/7/2019