Hi again!!
Nope, you are not calculating well the cash flow.
Recall from a previous answer the formula to calculate the cash flow of one year:
For each Year we have that:
CF = R - E - T - ChWC
where:
CF = cash flow
Ri = total revenues of the year
E = expenses of the year
D = depreciations for the year
T = taxes for the year = t*(R - E - D) with t = tax rate
ChWCi = Working Capital Change for the year =
= Current WC - Previous Year WC
Some notes:
DEPRECIATION:
To calculate it, the cost of an asset (investment in plant and
equipment) minus its salvage value, is divided by the number of years
the asset is expected to remain useful and efficient.
Note that the initial Working Capital will not be depreciated.
For a straight line depreciation of an investment with salvage value
of zero, we have for each year:
D = Initial investment / number of depreciation years
For this problem
D = $45,000 / 4 = $11,250
WORKING CAPITAL:
Since in the statement of the problem is not mentioned you can ignore
this part of the formula.
EXPENSES:
Since in the statement of the problem is not mentioned you must use
zero for this item in the formula.
TAXES:
T = t*(R - E - D) =
= 0.40*($40,000 - $0 - $11,250) =
= 0.40 * $28,750 =
= $11,500
Now we have all we need to calculate the cash flow:
CF = R - E - T =
= $40,000 - $0 - $11,500 =
= $28,500
I hope that this helps you. Do not hesitate to request for a
clarification if you need it.
Regards,
livioflores-ga |