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Setler [38]
3 years ago
13

Suppose someone offered to sell you a note calling for the payment of $1,000 15 months from today. They offer to sell it to you

for $850. You have $850 in a bank time deposit which pays a 7% effective annual interest rate (compounding), and you plan to leave the money in the bank unless you buy the note. The note is not risky--you are sure it will be paid on schedule. Should you buy the note?
Check the decision in three ways:

a. By comparing your future value if you buy the note versus leaving your money in the bank.
b. By comparing the PV of the note with your current bank account.
c. By comparing the EFF% on the note with that of the bank account.
Business
1 answer:
Dima020 [189]3 years ago
3 0

Answer:

1. The future value = 1000

Now we are to calculate the future value of bank savings

= 850x(1+0.07)^15/12

= 850x1.07^1.25

=$925.0147

So it is better to buy note.

2. Present value = 1000/(1.07^15/12)

= 1000/1.08825252622

= $918.9

For one to get same amount of money then savings would have to be increased. So we choose note

3. EAR = EFF%

= 1000/(850^12/15)-1

= 13.88%

We have EAR on bank as 7% and that of note as 13.88%. note is higher so we choose note

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Answer:

option d is right

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3 0
3 years ago
On april 1, griffith publishing company received $1,548 from santa fe, inc. for 36-month subscriptions to several different maga
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Given:
April 1 - <span>Griffith publishing company received $1,548 from Santa Fe, inc. for 36-month subscriptions.
</span><span>
1,548 / 36 months = 43 per month.

Assuming that the amount is paid in cash.
       
                               Debit                  Credit
April 1:                       
Cash                     1,548
     Unearned Revenue                     1,548

April 30:
Unearned Revenue   43
      Revenue Fees                                 43

May 31:
Unearned Revenue    43
      Revenue Fees                                 43

June 30:
Unearned Revenue    43                
      Revenue Fees                                 43

</span>July 31
Unearned Revenue   43
      Revenue Fees                                 43

August 31:
Unearned Revenue    43
      Revenue Fees                                 43

September 30:
Unearned Revenue    43                
      Revenue Fees                                 4<span>3
</span>
October 31:
Unearned Revenue   43
      Revenue Fees                                 43

November 30:
Unearned Revenue    43
      Revenue Fees                                 43

December 31:
Unearned Revenue    43                
      Revenue Fees                                 4<span>3
</span>
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