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Ksivusya [100]
3 years ago
6

Suppose your expenses for this term are as follows: tuition: $10,000, room and board: $6,000, books and other educational suppli

es: $1,000. further, during the term, you can only work part-time and earn $8,000 instead of your full-time salary of $20,000. what is the opportunity cost of going to college this term, assuming that your room and board expenses would be the same even if you did not go to college?
Business
1 answer:
Triss [41]3 years ago
6 0
Opportunity cost is the loss due to forgoing one opportunity to select another one alternative.

In this case, the forgone alternative is the full-time employment and other expenses for the term when the alternative chosen is to be in school. In this case, room and board expenses remain the same whether in school or working full time and thus not considered. The part-time amount earned while at school is subtracted as it would be compensated be during full time employment.

Therefore;
Opportunity cost = $20,000+$10,000+$1,000-$8,000 = $23,000
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Answer:

Balance with Fed on last day to be $ 800

Explanation:

Computation of balance on last day of maintenance period

Balance maintained   $ 450 for 2 days                                 $   900

                                    $ 700 for 3 days                                 $ 2,100

                                    $  650 for 2 days                                $ 1,300                                    

                                    $ 450 for 3 days                                 $ 1,350

                                    $ 650 for 3 days                                 <u>$ 1.950</u>

Average of balances maintained

                                                    13 days                                $ 7,600

Average balance maintenance required for 13 + last day)

$ 600 * (13 + 1) 14 days                                                            $ 8,400

so the balance with the Fed on the last day has to be

$ 8,400 - $ 7,600                                                                 $ 800                                

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