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Case Study and Cost Benefit Analysis Assignment.

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Students are required to submit a 3,000-6,000 word cost benefit analysis case study specific to some building technology, project or development. Actual word count depends on the number of students responsible for the work (1 person = 3,000; 4 persons = 6,000). Individual grades will be allocated equally unless prior agreement is given. The case study data can be sourced from any publically available resources, and needs to follow the examples provided in class. Submissions are to be in electronic PDF format only. Marks will be awarded for currency and relevance of the data, explanation and in...

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Question Preview:

Students are required to submit a 3,000-6,000 word cost benefit analysis case study specific to some building technology, project or development. Actual word count depends on the number of students responsible for the work (1 person = 3,000; 4 persons = 6,000). Individual grades will be allocated equally unless prior agreement is given. The case study data can be sourced from any publically available resources, and needs to follow the examples provided in class. Submissions are to be in electronic PDF format only. Marks will be awarded for currency and relevance of the data, explanation and interpretation of the results, use of figures and illustrations, technical cost benefit analysis and structure of the report. Option: This is a case study and must be specific to a particular and actual building project or development. It can be any type or mix of building, including commercial, industrial, residential, civil, mining and/or infrastructure work. You can choose to focus on a particular technology, the building itself, or an entire development. The important constraint is that you need to produce a single cost-benefit analysis to cover everything you include. The broader the range of technologies you include, the more effort there will be required to source and translate each technology into relevant financial data. Please download the attached file.

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Benefit Analysis is a methodical process which involves the calculation and comparison of the benefits and the costs which are associated with the project, decision or a government policy.

Cost Benefit Analysis helps to evaluate and sum up the money equivalent value of benefits and cost related to the project and helps in determining whether the project is worthwhile to be undertaken or not.

One of the problems of Cost Benefit analysis is that the computation of components of costs and benefits involves intuitions. In many cases the intuition is obvious but there are situations where intuition fails to suggest as to which method of measurement is to be followed. Therefore in order to reach a conclusion as to whether it is desirable to undertake a project i.e. after taking into account all the positive and negative aspects of the project we have to determine all the aspects in a single common unit so as to reach a conclusion. The most convenient common unit to evaluate all the aspects is money. One of the tasks apart from expressing all the aspects in money is that money should be money should be expressed in terms of dollars of a particular time. Therefore we must take into consideration – time value of money. A dollar which is available after 5 years will not fetch in the same amount of money as the dollar will fetch today. This is because the dollar that is available now can be invested for 5 years and we can earn interest on the same. Thus the value of dollar will be more than one dollar after 5 years. Thus if we take interest rate as “r” and invest the dollar for “t” years then the growth in dollar will be (1+r)t. This represents the future value of dollar that the investor will get after “t” number of years. However in order to calculate the amount which we need to deposit now so that so that it would grow to become one dollar in” t” years in the future is (1+r)-t. This is called the discounted value method or the present value method where the future value of dollar is discounted with an appropriate rate to get the present value of money.

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