Question

Anus Amusement Center has collected the following data for operations for the year Total revenues Total fixed costs Total variable costs Total tickets sold $1,980,000 $ 687,400 $1,056,000 66,000 Required: a. What is the average selling price for a ticket? Average selling price per ticket b. What is the average variable cost per ticket? Average variable cost per ticket c. What is the average contribution margin per ticket? (Do not round intermediate calculations.) Average contribution margin per ticket
d. What is the break-even point? (Do not round intermediate calculations.) Break-even point tickets e. Anu has decided that unless the operation can earn at least $271,600 in operating profits, she will close it down. What number of tickets must be sold for Anus Amusements to make a $271,600 operating profit for the year on ticket sales? (Do not round intermediate calculations.) Number of tickets
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Answer #1
Answer =A)
Average Selling price = Total Revenue / Total Ticket Sold
Average Selling price = $ 1,980,000 / 66000 = $                      30.0 Per Ticket
Answer =B)
Average Variable Cost = Total Variable cost / Total Ticket Sold
Average Variable Cost = $ 1,056,000 / 66,000 = $                      16.0 Per Ticket
Answer = C)
Average Conribution margin Per Ticket = Average Selling price per ticket - Average Variable cost per ticket
Average Conribution margin Per Ticket = $ 30 -   $ $ 16
Average Conribution margin Per Ticket =   $                      14.0 Per Ticket
Answer = D)
Break Even point =      Fixed Cost / Contribution Margin Per Unit
Break Even point =      
Fixed Cost = $             6,87,400
Divide By "/" By
Avg . Contribution Margin Per Ticket = $                         14
Break Even point =       49100 Tickets
Answer = 49,100 Tickets
Answer = E )
Target Profit = ( Fixed Cost + target Income ) / Contribution Margin per Ticket
Target Profit =
Fixed Cost = $             6,87,400
Add: "+ "
Target Income = $             2,71,600
Equal to = $             9,59,000
Divide By "/"By
Contribution marrgin Per Ticket $                         14
Equal to =Total Units                     68,500 Units
Answer = 68,500 Tickets
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