Answer :-
1a). Break Even Point = Fixed Costs / Contribution Margin
Fixed cost = Total Fixed cost of Garner strategy institute +Total Fixed cost of Eastern University
Fixed cost = $318,000 + $297,600 = $615,600
Contribution Margin = Charge per participant - Variable cost per participant
Contribution Margin = $1200 - ($47 + $ 18 + $ 35 )
Contribution Margin = $1,100
Break even point = $615,000/ $1,100
Break even point = 560
Total no. of seminar participant needed to break even is 559 per year
1)b)Break even number = (Fixed costs + Target Operating Profit )/Contribution margin
Target operating profit = After tax income / (1 - tax rate)
After tax income = $183,141
Tax rate = 30%
Target operating profit = $183,141 /(1 -30%) = $261,630
Break even number = ($615,600 + $261,630) / $1100
Break even number = 797 per year
Required number of Participants is 797 per year
2)Offer 1 -
Fees per seminar = $ 9,500
No.of seminar = 40 seminar during 2019
GSI total flat fee = $ Fees per seminar × No. of seminar
GSI total flat fee = $9,500 × 40 = $380,000
Offer 2 -
A fees of 40% of EU's profit before taxes
GSI fees = 40% x [(contribution margin x number of participants) -fixed cost of EU)
Let no.of Participants be n
GSI fees = 40% × [( 1100 × n ) - $ 297,600]
GSI fees = 40% (1100n - $297,600)
GSI fees = 440n - $119,040
GSI fees for both the offer is same then equation is
$380,000 = 440n - $119,040
$380,000 + $119,040 = 440n
$499,040 /440 = n
No.of participant (n) = 1134 participant
Maximum number of seminar participant = 1134 participant
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