A division of Hanes has the following data at the end of a year. Total revenue = $48 million Depreciation = $8.2 million Operating expenses = $28 million For an effective federal tax rate of 35% and state tax rate of 6.5%, determine the
a.)CFAT-
choices are
1.)$21.37 million
2.)$15.37 million
3.)$25.37 million
4.)$10.37 million
B.)Total Taxes
Choices are.
1.)$4.629 million
2.)$4.459 million
3.)$4.539 million
4.)$4.729 million
C.)NPAT -
choices are
1.)$6.17 million
2.)$9.17million
3.)7.17 million
4.)8.17 milliom
Solution a:
Computation of CFAT | |
Particulars | Amount (In Million) |
Total revenue | $48.00 |
Operating expenses | $28.00 |
Depreciation | $8.20 |
Income before state and federal tax | $11.80 |
State Tax (6.5%) | $0.77 |
Income before federal tax | $11.03 |
Federal tax (35%) | $3.86 |
Net Income after taxes | $7.17 |
Add: Depreciation | $8.20 |
CFAT | $15.37 |
Hence option 2 is correct.
Solution b:
Total taxes = Federal tax + State tax = $3.862 + $0.767 = $4.629 million
Hence option 1 is correct.
Solution c:
Refer table in a, Net profit after tax = $7.17 million
Hence option 3 is correct.
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