Answer:
d. 15.09
Explanation:
425,000 sales
52,500 AR
year of 365 days
<u>Days Sales Outstanding</u>

<u>Average days late</u>

45.09 - 30 = 15.09
in average customer pays within 45 days.
That is 15.09 days above the allowed credit period.
Answer:
$2,700
Explanation:
Calculation for the expected value of the outcomes
Using this formula
Expected value=respective outcome*Respective probability
Let plug in the formula
Expected value=(0.25*1100)+(0.55*2300)+(0.20*5800)
Expected value=$275+$1,265+$1,160
Expected value=$2,700
Therefore the expected value of the outcomes will be $2,700
Answer:
make an adjusting entry to debit Interest Receivable and to credit Interest Revenue for the amount of interest accrued since the last interest receipt date.
Explanation:
Adjusting entries are used at the end of an accounting period to assign income and expenses that has accrued.
In this instance when the interest reciept day comes after accounting period we need to recognise the amount of interest earned so far.
The amount accrued since last interest payment date is calculated.
This amount has been earned so it should be recognised as revenue. To do this we debit interest receivable and credit interest revenue.
Answer:
9.43%
Explanation:
The computation of the internal rate of return is calculated by using the spreadsheet which is shown in the attachment
The internal rate of return is the return at which the net present value comes to zero i.e.
Net present value = 0
initial investment = Present value of cash flows after taking the discounting factor
After solving the given problem, the internal rate of return is 9.43%
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