Answer:
NPV is $28.5 million
Payback is 4.31 years
IRR is 13.25%
MIRR is 12.51%
Explanation:
The NPV,payback period,Internal rate of return and modified internal rate of return were computed in the attached spreadsheet.
Payback period=the year of the first positive cumulative cash flow+the year cumulative cash flow/the next year cash flow
the year of first positive cumulative flow is year 4
the cumulative cash flow for year 4 is $66 m
the next year cash flow is(year 5) is $210
payback=4.31
Answer:
Part (1) November 1
The amount paid is the rental advances and must be recorded as advances which falls under the current asset category:
Dr Rental Advances $90,000
Cr Bank account $90,000
Part (2) December 31
On this date, some of the rental advances paid would be realized as expenses from the period November 1, 20X1 to December 31, 20X2.
This time duration constitutes to 2 months and the rental advance made on November were for five months. Out of these 5 months, 2 months share must be recognized as expense which is
The relevant entry would be:
Dr Rental Expenses $36,000
Cr Rental Advances $36,000
Answer:
See explanation Section
Explanation:
See the image to get the appropriate answer.
Answer: $14,426.43
Explanation:
At the end of 4 months and assuming a 12 months and 365 days in a year, the formula to be used to calculate how much Rahul owes is;
We use the formula:
Amount owed = Present Value ( 1 + rate/365 ) ^ 365 * time period
Amount owed = 14,000 * ( 1 + 0.09/365 ) ^ (365 *4/12 )
Amount owed = $14,426.43
Answer:
The cost of goods sold is $ 4,800.
Explanation:
This problem requires us to calculate cost of good sold. The opening and closing balance of finished goods is given in the question. The cost of good manufactured is also provided in the question.
The cost of good sold can be calculated by finding the amount transferred from finished good account. Detail calculation is given below.
Finished good inventory begining $ 1,000
Cost of good manufactured $ 5,000
Finished good inventory ending ($ 1,200)
Cost of good sold $ 4,800