(30) Problem 1 Consider the problem of planning the fastest plane trip from Sacramento to some far off location (say Shangriâ€”la). Assume that you know for each airport the time each ï¬‚ight is scheduled to leave from that airport and the time it is scheduled to arrive (for simplicity, assume all times are given for Paciï¬c time, so you donâ€™t have to worry about correcting for time zones). You may further assume that each ï¬‚ight will be exactly on schedule and that all ï¬‚ights are for one 24 hour period (starting at 10AM). (a) Describe an eï¬‚icient algorithm to ï¬nd the route which gets you to Shangrala in the least time assuming you arrive at the Sacramento airport at 10AM. You may assume that if you arrive at an airport at time t, you can depart on any ï¬‚ight leaving after time t. In solving this problem, you should assume that all ï¬‚ights in your route must take off by 24 hours after your start (that is, by 10 AM, Paciï¬c time, the next day). (b) If there are a airports and f,- ï¬‚ights leaving airport 2', what is the run time of your solution to part a)?
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I'm stuck trying to pick a greedy algorithm. We can only use arrival and departure times as we don't know distances between airports?
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