Maintenance costs at the Woodland Waterpark are predicted to be $1,400 in the first year and increase by $800 each year after that. The park will operate for 9 years. What is the future value of the maintenance costs paid by the park during its operation?
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- A restaurant is considering the purchase of new tables and chairs for their dining room with an initial investment cost of $515,000, and the restaurant expects an annual net cash flow of $103,000 per year. What is the payback period?The following problem is designed to be solved by spreadsheet. Maintenance costs for a new facility are expected to be $112,000 for the first year of operation. It is anticipated that these costs will increase at a rate of 8 percent per year. Assuming a rate of return of 10 percent, what is the present value of the stream of maintenance costs over the next 30 years?Street lighting fixtures and their sodium vapor bulbs for a two-block area of a large city need to be installed at a first cost (investment cost) of $100,000. Annual maintenance expenses are expected to be $6,650 for the first 9 years and $9,500 each year thereafter upto 30 years. With an interest rate of 8% per year, what is the present worth cost of this project? Choose the closest answer below OA. The present worth cost of the project is $236,701. OB. The present worth cost of the project is $248,491. OC. The present worth cost of the project is $189,145 OD. The present worth cost of the project is $281,813 27
- Street lighting fixtures and their sodium vapor bulbs for a two-block area of a large city need to be installed at a first cost (investment cost) of $140,000. Annual maintenance expenses are expected to be $6,600 for the first 5 years and $9,500 each year thereafter upto 30 years. With an interest rate of 6% per year, what is the present worth cost of this project? Choose the closest answer below. A. The present worth cost of the project is $298,567. B. The present worth cost of the project is $258,550. C. The present worth cost of the project is $289,243. D. The present worth cost of the project is $361,614.The construction cost of a permanent water park is $550,000. Annual maintenance and operation costs are $100,000 per year. A) At an interest rate of 7% per year, find the capitalized cost of the park in present worth. (Hint: a capitalized cost is when every cost is brought to present worth, in this case the upfront construction costs are current). B) What would be the annualized cost if the whole project was to be financed over 25 years at 6% interest?Golden Country Homes are to install a street lighting that costs $120,000. Annualmaintenance costs are expected to be $65,000 for the first 20 years and $85,000 foreach year thereafter. The lighting will be needed for an indefinitely long period oftime. With an interest rate of 10% per year, what is the capitalized cost of thisproject?
- A landfill has a first cost of $274,000. Actual operating and maintenance costs for the first year will be $48,000. and increase each year by 10%. Expected income for the landfill will be $142,000 each year in actual dollars. The landfill will be operating for 10 years. Inflation will average 5.4%, and a real return of 3.1% is desired. What is the present worth of this project using: a. A then-current (actual dollar) analysis. $ Round entry to two decimal places. The tolerance is ±20. b. A constant dollar analysis. $ Round entry to two decimal places. The tolerance is ±20.A project of providing electric scooters in an area has an initial cost of $400,000. The e- scooter service is planned for 5 years. The annual maintenance costs are estimated at $40,000 annually and expected to increase $5,000 every year throughout the project planning time. An infrastructure maintenance will be required at the end of year 2, which is estimated to cost $50,000. The e-scooter system will generate revenue of $100,000 per year for 5 years and then it will be sold after the final annual maintenance. The salvage value of the remaining assets at the end of the project will be $50,000. Draw the cash flow diagram. Assume "end-of-period" cash flows.Street lighting fixtures and their sodium vapor bulbs for a two-block area of a large city need to be installed at a first cost (investment cost) of $120,000. Annual maintenance expenses are expected to be $6,500 for the first 20 years and $8,500 for each year thereafter. The lighting will be needed for an indefinitely long period of time. With an interest rate of 10% per year, what is the capitalized cost of this project (choose the closest answer below)? (a) $178,313 (b) $188,000 (c) $202,045 (d) $268,000.
- The initial investment in a government-funded city flood control system is $500,000. From the initial year to the endless future, materials, maintenance, electric power, and other running expenditures are estimated to reach $10,000 per year. Every five years, major repairs and rehabilitations will be carried out at a cost of $100,000. What is the project's equivalent capitalized cost if the interest rate is 10% per year?A new equipment is being considered to replace an old equipment in a facility. The equipment would cost $7,480 and it would require a special maintenance at year 10 of the life expectancy of the equipment, which is of 15 years (also life of the project). The new equipment will generate savings in the order of $1,000 per year. If a discount rate of 6% is used what is the maximum cost of the maintenance at year 10 to make the project to be considered as a feasible option? answer is 4000 but howA state highway department is planning the construction of a toll road. Construction cost will be $300 million (at period = year 0). Annual maintenance is estimated to be $1 million every year from year 1 and in perpetuity. In addition, a major resurfacing will have to be carried out at the cost of $10 million every 10 years in perpetuity. MARR is 10%. It is estimated that 5 million vehicles per year will use the toll road starting in year 1 and in perpetuity, and each vehicle will pay a constant toll $T. Show the (indicative) cash flow diagram for this project. Use AW analysis to determine what breakeven constant toll $T should be charged to each vehicle to make sure benefits will be economically equivalent to costs.