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The local nonprofit youth symphony is planning a concert fundraiser. The organization estimates that 600 tickets can be sold
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Answer #1

SOLUTION:

(1)

Given that 600 tickets can be sold for 15$ per person so total = 600*15 =9000

Tickets that have to be sold in order to breakeven is calculated is as follows:

BREAKEVEN POINTS = FIXED COST/CONTRIBUTION MARGIN PER UNIT

Fixed Cost = 708 $

Contribution Margin = Sales Revenue - Variable Cost

=9000-1800

  total contribution = 7200

   per unit =7200/600

=12/ticket

So BEP = 708/12

=59 TICKETS.

PROOF:

59(15-3)-708=0.

(2)

In order to have profit of 4800 profit how much tickets have to sell can be calculated as follows:

above solution breakeven is calculated by FC/CM,so for profit requirement we have to add targeted profit with fixed cost.

hence equation will be like

TARGET VOLUME = FIXED COST +PROFIT REQUIREMENT /CONTRIBUTION MARGIN PER UNIT

SO TARGET VOLUME = 708+4800/12

= 459 TICKETS.

PROOF:

459(15-3)-708=4800

(3)

SALES DOLLAR TO BREAKEVEN IS CALCULATED AS FOLLOWS

we found that breakeven tickets is 59,

selling price is $15

so Total Dollar Value = 59*15

= 885$

(4)

SALES DOLLAR TO HAVE PROFIT OF 4800 IS CALCULATED AS FOLLOWS:

We found that breakeven ticket to have 4800 profit is 459 tickets

selling price is $15

soTotal Dollar Value = 459*15

= 6885 $

(5)

MARGIN OF SAFETY = PLANNED SALES - BREAKEVEN SALES

SO Margin of Safety = 600-59

=541 TICKETS

Dollar Value =541*15

=8115 $

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