Answer:
The net present value of the machine is $5530
Explanation:
Data provided in the question:
Cost of the equipment = $84,000
Annual after-tax net income from the equipment after deducting depreciation = $3,000
Depreciation = $28,000
Useful life = 3 years
Required return on investment = 9% = 0.09
Now,
After-tax cash flow = After-tax net income + Depreciation
= $3,000 + $28,000
= $31,000
Therefore,
Net Present Value = Present value of cash flow - Investment
= ( $31,000 × PVIFA(11%, 3)
) - $84,000
= ( $31,000 × 2.5313 ) - $84,000
= $78470.3 - $84,000
= -$5529.7 ≈ - $5530
hence,
The net present value of the machine is $5530
Answer:
to get 5,00,000 australian dollar at the forward rate we are goign to need 4,704,000 US dollars
Explanation:
spot x (1 + (US rate - Australia rate) x time)
0.96 x (1+(0.03-0.05)x1 year) =
0.96 x 0.98 = 0.9408 forward exchange rate
$5,000,000 Australian Dollar * 0.9408 = 4,704,000 US dollars
Answer:
$2.25 per unit
Explanation:
The computation of the cost per equivalent is shown below:
= Total conversion cost ÷ total units completed
where,
Total conversion cost is
= Beginning work in process conversion cost + cost of conversion added
= $20,250 + 271,125
= 291,375
And, the number of units is
= Units completed + work in process ending inventory units × completion percentage
= 115,700 units + 23,000 units × 60%
= 115,700 + 13,800
= 129,500 units
So, the cost per equivalent unit for conversion cost is
= $291,375 ÷ 129,500 units
= $2.25 per unit
Answer:
The answer is: Consume more good Y and less good X.
Explanation:
The marginal utility of good Y is greater than the marginal utility of good X. This means that an extra unit consumed of good Y will give the consumer a grater satisfaction than consuming an extra unit of good X. So if the consumer wants to increase his total utility (satisfaction) he should buy more units of good Y.
Answer:
The answer is "2.45%".
Explanation:
The answer of option c:
Reduce power by 950 dollars:
In this question it will need to once again take the latest energy cost for analytical hierarchical productivity.
→ Total Input

Consumer rates 

Initial efficiency multi-factor= 0.0245
