Current Attempt in Progress

Ivanhoe Dover is a scout for a Major League Baseball team based in Phoenic, Arizona. Ivanhoe needs to travel to Los Angeles, California on June $1$ to perform a variety of professional functions prior to the team travelling to Los Angeles to play. If ivanhoe flies. f$.$coyld catch a $6$ a$.$m$.$ flight on June $1.$ In order to perform all of his professional responsibilities, Ivanhoe will need to spend the night and catch a flight on June $2$ to return to Phoenix. If Ivanhoe flies, he will need to rent a car for $$44$ per day. To cover meals and other incidental expenses, Ivanhoe will receive $$45$ per day $($per diem$)$ for each day he works out of town. Fights between Fhoenix and Los Angeles can be purchased for $$93$ one way.

Phoenix is approximately $324$ miles from Los Angeles, a $7-$hour drive at speed limits permitted on the freeways connecting the two cities. If he drives from Phoenix to Los Angeles, Ivanhoe would need to leave the afternoon of May $31$ and would be reimbursed $$0\mathrm{.}50$ per mile. He would need to spend $2$ nights in a hotel, the night of May $31$ and the night of June $1.$ He would return to Phoenir by car on June $2.$ The hotel used by the team charges $$180$ peliquight. What is the incremental cost of driving over flying?

$$140$

$$275$

$$113$

$$320$

Attempts: $0$ of $1$ used