Answer:
I= $1,600
Explanation:
We have to clear Investment from the GDP formula:
GDP= Consumption (C)+ Investment (I)+ Government expenditure (G)+ Net exports (exports-imports)
I=GDP-G-C-(X-M)
The problem gives this information:
GDP: $10,000
G: $2,000
C: $6,000
X: $1,000
M: $600
I= $10,000-$2,000-$6,000-($1,000-$600)
Investment in 2010=$1,600
Answer: <u><em>C. Using predetermined totals to control posting routines.</em></u>
Explanation: A regulation total if developed for the agreement to be posted, then it should be set side by side with total of items posted to personal accounts. Therefore, The most adequate way to avert this kind of error is by applying predetermined totals to control stating the daily cycle.
<u><em>Therefore, the correct option in this case is (c)</em></u>
Answer:
$183,600
Explanation:
Since the expected useful life of the patent is only 10 years, instead of 20 years, its cost should be amortized in 10 years. That means that for every year that passes, Northern has to amortize $20,400 (= $204,000 / 10). Only one year passed between September 30, 2019 and October 1, 2018, so the patent's account on the balance sheet is $183,600 (= $204,000 - $20,400).
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Not necessarily. Sure, there are some things where it is very clear what is right and wrong but there are so many situations where it is hard to differentiate between what is right and what isn't.
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Answer:
b. should be; should definitely not be
Explanation:
When conducting a capital budgeting analysis and attempting to account for effects of exchange rate movements for a foreign project, inflation <u>should be </u>included explicitly in the cash flow analysis, and debt payments by the subsidiary <u>should definitely not be</u> included explicitly in the cash flow analysis.
Inflation and movements in exchange rates reduces and impacts the value of cashflows and the real returns to be derived from an investment and must be considered in every investment analysis to take account of the time value of money.
Debt payments are NOT a requirement in investment analysis because the interest rate of the loans have been factored into the cost of capital with which the cashflows have been discounted