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Here is the deal: You can pay your college tuition at the beginning of the academic year or the same amount at the end of the academic year. You either already have the money in an interest-bearing account or will have to borrow it. Deal, or no deal? Explain your financial reasoning. Relate your answer to the time-value of money, present value, and future value.
There can be alot of cases in the given scenario. Let’s take it one by one . If I already have all the money : The most preferable thing in this situation is to still pay the college tuition at the end. Till then deposit the whole amount in the best interest bearing amount so that by the time you have to pay, you would have got some interest from the amount. Since banks works on the time value of the money, the fees won’t increase, thus the present value and the future value of the fixed fees won’t change but the fucture value of the deposited money will absolutely increase giving you a profit. If I don’t have the money : You borrow the whole amount from a bank : If you borrow the whole amount from a bank, its treated as loan. Even in this case the best way to face lesses loss is to borrow the money in the beginning of the academic…

ar and fixed deposit the money. At the end of the year, you would have gained some interest. Since you need to pay some interest to the bank now, you can pay a part of the interest from interest you have earned in the fixed deposit. You borrow it from a person : If you borrow the money from a person. The more chances he won’t as for interest. In this case also you can deposit the money in the bank in the beginning and after earning some interest you can pay the fees. The little interet you earned , will be something when you need to return the money to the person.



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