Part 2 - The Glory Mountain State Ski Area Problem Set The Glory Mountain State Ski Area--owned and managed by a state public authority--expects to attract 292,500 skier days during the coming ski season. A skier day represents one skier at the mountain for 1 day. In addition to a $2,000,000 per year subsidy provided by the state, Glory currently earns its revenue from three sources: lift ticket sales, ski lessons, and food sales in the mountain's lodges. Forty-five percent of the customers come to the mountain on weekends and pay an average of $60 per day to ski. The remaining 55 percent of the skiers come during the week and pay an average of $45 per day for a lift ticket. On average, 10 percent of the people who visit Glory take ski lessons. An average person taking lessons pays $80 for each lesson. Management also estimates that each skier spends an average of $4 per day on food. Food costs average 40 percent of total food revenue. Glory's central management staff is paid $1,800,000 per year. The remainder of Glory's staff is seasonal and is paid on an hourly basis. The table below shows the number of employees by job title, the number of days they work on average, their hourly wages, and the number of hours they work each day. Only ski instructors and patrol costs vary with skier days. Benefits add 30 percent to direct salary costs for all workers including management Equipment costs and usage are also shown in the table below. For equipment, number refers to the number of pieces of equipment. Equipment costs depend on the number of days the area is open during the season. The hourly fuel cost represents the cost of fuel to operate the equipment for each hour they are open. Number Days Worked Hours Hourly Wage Worked 100 7 Instructors & Ski Patrol Lift Attendants, Maintenance, & Grooming 275 140 $20.00 $18.00 130 10 Kitchen Staff 50 130 8 $12.00 Equipment & Fuel Costs 60 130 6 $65.00 Insurance costs are $15,000 per day for each of the 130 days the area expects to be open. Energy costs are $2,240,000 per year and are based on the number of days the area is open. Neither energy nor insurance costs vary based on skier days. Question 2-2: The state uses an 8 percent cost of capital for its ski areas. Based on purely financial analysis, should the state install the turbine? In addition, the snowmaking equipment in the Bear Mountain section of Glory Mountain has been in service for nearly 15 years and has reached the end of its useful life. It will have to be replaced before the next ski season. Management has narrowed its decision down to two options: Big Mouth Snow Guns with a useful life of 15 years and the Whisper Quiet Snowmaking System with a useful life of 10 years. The Big Mouth system will cost Glory $850,000 to acquire and $35,000 per year to operate, while the Whisper Quiet system would only cost $600,000 and $50,000 per year to operate. If the Big Mouth equipment is chosen, there will be no change in Glory's other operating costs. If the Whisper Quiet system is purchased, Glory's annual fuel and equipment costs will increase by $15,000. Regardless of the option Glory chooses, the snowmaking system chosen will be depreciated over 10 years with an assumed 5 percent residual value. Glory uses straight-line depreciation. File Home Insert Draw Page Layout Formulas Data Review Times New Roman 12 ' ' Wra X Cut [b Copy Paste 3 Format Painter BIU CA EEEE Mer Clipboard Font 5 Alignment G65 f C 10% 0.25 6 A B 54 Expected % of Skiers with Children 3 to 7 55 Average Children Enrolled per Skier Day 56 Average Daily Number of Child-Care Workers 57 58 Revised Budget Inputs 59 Par Value of Bond 60 Coupon Rate 61 $ 6,000,000 5% 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 Question 2Wind Turbine PV = PV(rate, nper, pmt, fv, type) $ % Cost of Maintenance (FV) Year of Maintenance (N) Discount Rate (1) PV of Maintenance Acquisition Cost Total PV of Cash Outflows $ $ $ $ Annual Energy Savings (PMT) Useful Life (N) Discount Rate (1) PV of Power Savings Annuity % $ NPV = PV of Inflows - PV of Outflows Net Present Value $