Wednesday
June 19, 2013

Posts by Gibbons


Total # Posts: 17

economics
Differeciate macroeconomics and microeconomics

Economics and development studies
Define food aid critically analyse it relevance to the developing prospects of the deloping countries. Its an essay reference needed

economics and development studies
What is population? Discuss the connection between population and development. Its any essay so bibliography

Economics and development studies
What is poverty? Why is important to understand the different context in which poverty manifests itself? Its an essay question Reference needed

math
Suppose an employee of a company is retiring and has the choice of two benefit options under the company pension plan. Option A consists of a guaranteed payment of $1,575 at the end of each month for 10 years. Alternatively, under option B the employee receives a lump-sum paym...

physics
0.2 kg of ice at 0 degrees celcius is mixed with 500g of water at 25 degrees celcius. What is the resulting temperature?

Mathematics
In the problems 1 to 3, find the present value of the given (ordinary) annuity. 1. $3500000 every 6 months for 5 years at the rate of 16% compounded semi-annually. 2. $7000000 per month for 10 months at the rate of18% compounded monthly. 3. $1700000 per year for 5 years at the...

Mathematics
A project has the following NPV at the following discount rates. D.r (%) NPV($) 4 22800000 5 16200000 6 7200000 7 -1350000 8 - 6900000 Estimate the IRR on the project. Suppose the money could be invested elsewhere at a rate of 8%, should the project be undertaken?

Mathematics
Project A requires an initial outlay of $6,000,000 but will return $4,000,000 at the end of each year 1, 2, 3 and 4 whereas project B requires an initial outlay of $2,400,000 but will return $3,500,000 at the end of years 1, 2, 3 and 4. (i) calculate the NPV of each project if...

Mathematics
Construct a schedule for the amortization of: (a) a debt of $15,000,000 with interest at 12% by 5 equal annual payments. (b) a debt of $25,000,000 with interest at 12.5% compounded semi-annually by making 6 equal semi-annual payments.

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