On October 1, 2020 Sheffield Corp. issued 5%, 10-year bonds with a face value of $6140000 at 104. Interest is paid on October 1
1 answer:
You might be interested in
Answer:
i. Discounted cashflow equations.
a. $180,000 at the end of five years.
This is a lump sum present value/ discounted cashflow which can be calculated as;
Formula = 180,000 / ( 1 + r)^n
= 180,000/ ( 1 + 12%)^5
= $102,136.83
b. $11,400 a year forever
This is a perpetuity. The present value/ discounted cashflow of a perpetuity is calculated as;
Formula = Amount/rate
= 11,400/12%
= $95,000
c. $19,000 for each of 10 years.
This is an annuity. The formula for calculating the Present value/ discounted cashflow of an annuity is;
where <em>i </em>is interest rate and <em>n</em> is number of periods
= $107,354.24
d. $6,500 next year and increasing thereafter by 5% a year forever.
This is a growing perpetuity. The present value/ discounted cashflow formula is;
= Amount / ( discount rate - growth rate)
= 6,500 / ( 12% - 5%)
= $92,857.14
ii. Choose <u>$19,000 for each of 10 years</u> as it has the highest present value.
Answer:
They collected $88,000
Explanation:
We have an initial balance of accounts receivable of $ 25,000. To this balance, we must add the revenue of the year a total of $ 119,000. By making this sum we get the result of $ 114,000, this would be the total of our accounts receivable totalized.
Subsequently, to this value we subtract the final balance of accounts receivable that was $ 56,000, to obtain a result of $ 88,000. In other words, $ 88,000 would be the amount collected from accounts receivable during the year.
