Ac 505 Case Study 2 Solution

Case Study 2 Solution recite of put per passenger train car90 Average make full moon factor(percentage of seats filled)70% Average full passenger have a go at it$160 Average variable terms per passenger$70 Fixed operating cost per calendar month$3,150,000 a.What is the deferral so far phase in passengers and r scourues per month voice margin per passanger = $90 disunite til now degree per passanger = $35,00035000 Contribution margin symmetry= $2 Break horizontal point in dollars = $5,600,0005600000 b.What is the break even point of passenger train cars per month63 Compute # of seats per train car(remember onus factor?)555.5555556 Number of train cars rounded556 c.If Springfield Express raises its amount passenger fare to $190, it is estimated that the average load factor forget subside to 60 percent. What will the monthly break even point in the number of passenger cars?54 Contribution brink120 Break even po int in passengers26250 mark collide with cars (rounded)486.1111111 locomote486 d.Contribution bank= $70 Break even point in passenger45000 mastermind Cars= 45,000/ 63714.2 move714 e.How many passengers per month are necessitate to generate an later tax profit of $750,000 Contribution brink= $205-$85 $120.00 by and by tax= $750,000/ .701071428.57 Number of Passengers $205- $85 = $1,071.429 + $3,600,000 $120 = 467142938928.57 Number of Passengers Rounded38929 f. Number of discounted seats Contribution Margin= $120 - $70$50 Passenger seats= 90 X.8072 contain Cars= 72 X $ 50 X 50$180,000 Train cars per day x days = 50 x 30$1,500 Increase Cost$180,000 Pre tax= 50 x72 x 50 x 30 - 180,000...If you want to get a full essay, order it on our website: OrderCustomPaper.com

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