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Jack and Jill’s Place is a nonprofit nursery school run by the parents of the enrolled children. Since the school is out of town, it has a well rather than a city water supply. Lately, the well has become unreliable, and the school has had to bring in bottled drinking water. The school’s governing board is considering drilling a new well (at the top of the hill, naturally). The board estimates that a new well would cost $3,025 and save the school $580 annually for 10 years. The school’s hurdle rate is 8 percent.

User Simona
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2 Answers

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Final answer:

A nonprofit nursery school is evaluating the cost-effectiveness of drilling a new well, with this situation highlighting broader issues of global water crises and the importance of sustainable solutions for clean water and sanitation.

Step-by-step explanation:

The question pertains to a nonprofit nursery school considering drilling a new well to replace an unreliable water source. The school must evaluate the financial viability of this project, factoring in the initial cost, annual savings, and hurdle rate. The broader context raises significant issues surrounding the provision of clean water and sanitation, as well as the economic and health impacts of water crises affecting communities globally. Drilling a new well is a microcosm of these larger challenges, and must be considered alongside sustainable solutions like clean water delivery and adequate sewage treatment. Such infrastructure investments often yield significant returns through improved health, productivity, and reduced environmental impact, as indicated by the World Health Organization's statistics and the Flint, Michigan crisis. Moreover, alternative local water treatment methods such as home filtration, chlorination, and solar disinfection offer sustainable and cost-effective approaches over expensive bottled water.

User Jmetcalfe
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Answer:

Year Cashflow DF@8% PV

$ $

0 (3,025) 1 (3,025)

1-10 580 6.7101 3,892

NPV 867

The school's governing board is advised to embark on the project because it has a positive NPV of $867.

Step-by-step explanation:

In this case, we need to determine the present value of annual savings by multiplying the annual savings by the present value of annuity factor at 8% for 10 years. The initial outlay is deducted from the present value of annual savings in order to obtain the NPV of the project.

User Abu Muhammad
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