a | Calculate revenue and variable costs for each cruise. | ||||||||||||||
Revenue | 90*$100 | $9,000 | |||||||||||||
Variable Cost | |||||||||||||||
Crew Wages | 14*$130 | 1820 | |||||||||||||
Cost of Refreshments | 90*$20 | 1800 | |||||||||||||
Cost of Fuel | 400 | ||||||||||||||
Total Variable Cost | 4020 | ||||||||||||||
b | Calculate the number of cruises needed annually to break even. | ||||||||||||||
Revenue | 9000 | ||||||||||||||
Variable Cost | 4020 | ||||||||||||||
Contribution per Cruise | 4980 | ||||||||||||||
Annual Fixed Costs | $380,000 | ||||||||||||||
Break Even units | Fixed Cost/CM per cruise | ||||||||||||||
380000/4980 | |||||||||||||||
76.3 | |||||||||||||||
76 cruises | |||||||||||||||
c | Using the contribution margin approach calculate the number of cruises needed to annually earn $500,000 profit over breakeven | ||||||||||||||
Annual cruises of target profit | 380000+500000/4980 | ||||||||||||||
176.7 | |||||||||||||||
177 cruises | |||||||||||||||
Discuss whether this profit goal is realistic under current conditions and possible assumptions and limitations of the “cost / volume / profit model” at such higher volume levels | |||||||||||||||
*With the increase in capacity the fixed cost also increase from the current capacity level. | |||||||||||||||
* This profit goal is not realistic on the grounds that the costs on which the profit is calcuated may be uncertain and likely to increase | |||||||||||||||
*The no of passengers taking board the cruise may not be certain all the times so the contribution margin is also uncertain. | |||||||||||||||
d(i) | Calculate the number of cruises needed annually to break even. | ||||||||||||||
Calculation of Revenue and variable cost | |||||||||||||||
Revenue | 50*$180 | 9000 | |||||||||||||
Variable Cost | |||||||||||||||
Crew Wages | 14*$130 | 1820 | |||||||||||||
Cost of Refreshments | 50*$30 | 1500 | |||||||||||||
Cost of Fuel | 400 | ||||||||||||||
Total Variable Cost | 3720 | ||||||||||||||
Contribution per Cruise | 5280 | ||||||||||||||
Annual Fixed Costs | 450000 | ||||||||||||||
Break Even units | Fixed Cost/Contribution Margin per cruise | ||||||||||||||
450000/5280 | |||||||||||||||
85.22 | |||||||||||||||
85 cruise | |||||||||||||||
ii) | Given Pacific Cruises wants to maximize total yearly profit discuss, justifying your answer, whether they should continue with the existing standard cruise or replace it with the luxury cruise | ||||||||||||||
Analysis of the existing and Luxury cruise | |||||||||||||||
Std | Luxury | Differential | |||||||||||||
Contribution per Cruise | 4980 | 5280 | 300 | ||||||||||||
No of days of one day cruise | 120 | 150 | 30 | ||||||||||||
Total Contribution | 597600 | 792000 | 194400 | ||||||||||||
Less Fixed Costs | 380000 | 450000 | 70000 | ||||||||||||
Net Profit | 217600 | 342000 | 124400 | ||||||||||||
Break Even units | 76 | 85 | |||||||||||||
So by analyzing the situation it is seen that the differential profit from implementing the luxury cruise Is worthwhile on the grounds as discussed below: | |||||||||||||||
* the demand for the cruise days should be predicted correctly as the price is double in case of luxury. | |||||||||||||||
*The cost of variable cost of refreshments also increase by $10 per passenger |
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