It will take 32.55 months for the account to be paid off.
In this question, we have r = 1.40%, PMT = $500 and Present Value = $13,000.
We can use the nper formula in Excel to arrive at the answer.
The formula in Excel is : =nper(rate, pmt, pv,[fv],[type])
When we substitute the values in the question, the nper formula looks like this:
=NPER(0.014,500,-13000)
We enter the present value of the amount outstanding as a negative value, since excel considers the present value as an outflow (expense).
Answer:
option B) $ 25M
Explanation:
Data provided in the problem:
Without proposed project A,
The estimated cash flows over the next 3 years = $ 275M
With the proposed project A,
The estimated cash flows over the next 3 years = $ 300M
Now, the amount of incremental cash flows associated with Project A will be calculated as;
Incremental cash flow = Cash flows (With Project A) - Cash flows (Without Project A)
on substituting the values, we get
Incremental cash flow = $ 300M - $ 275M = $ 25M
Hence, the correct answer is option B.
Simple interest means that you only need to find the interest once and then keep adding it on every year. In this case, the interest would be 5.5% of $5000 every year, which is 275.
In 6 years, you'll have $1650, which is the amount earned from interest, plus $5000, which is the original investment.
So you'll have $6650 in 6 years.
It seems that you missed the given choices for this question, but anyway here is the correct answer. When the same <span>attribute in related data files has different values, this is called data dependence. Hope this answer helps. Other options of this question include redundancy, duplication, discrepancy and inconsistency. Thanks for posting your question.</span>
Answer:
d. $1,470,000
Explanation:
The computation of the cash realizable value of the accounts receivable is shown below:
= Ending balance of accounts receivable - credit balance of uncollectible amount
= $1,600,000 - $1,30,000
= $1,470,000
For finding out the cash realizable value, we deduct the credit balance of uncollectible amount from the ending balance of accounts receivable
