Answer:
$1120
Explanation:
The computation of the GDP is shown below:
Y = C + I + G + X
Here Y denotes the GDP
C denotes the consumption = $500 - $80 - $20 = $400 and 700 - 50 = $650
I denotes the investment = $
G denotes the government purchase = $20
X denotes the net exports = $50
So,
Y = $400 + $650 + 0 + $20 + $50
= $1120
Answer:
1,000 Unfavorable
Explanation:
AH x AR = $84,000;
AH x SR = $83,000;
SH x SR = $85,000.
Compute the labor rate variance
then,
($84,000 - $83,000) = 1,000 Unfavorable
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B because you still have a opportunity to make a good investment, but you can explore other options
The initial net working capital requirement for this project exists $69,000.
<h3>What is meant by net working capital?</h3>
The difference between a company's current assets such as cash, accounts receivable/unpaid invoices from customers, and inventories of raw materials and completed goods and its current liabilities such as debts and accounts payable is known as working capital, sometimes known as net working capital (NWC).
The difference between a company's current assets and current liabilities is known as net working capital. A company's balance sheet is used to calculate net working capital. The more net working capital you have, the more probable it is that your business will be able to pay its present commitments.
net working capital requirement = $61,000 − 28,000 + 36,000
net working capital requirement = $69,000
The initial net working capital requirement for this project exists $69,000.
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Answer:
The answer is $199
Explanation:
Solution
Given that:
There is fair chance of 10% of you involving in an accident.
The damage incurred is =$1990
There is 90% chance that nothing will happen'
Utility function U (1)√1
Now,
We find the fair price of this policy
A fair premium is the amount that enables insurance company to break exactly even. that is to say
economic zero profit = expected costs.
Thus,
EC =p * (The loss of income if the accidents take place) + 1- p (The income loss when accidents foes not take place)
EC = 0.1 ($1990) + 0.9 (0) =
EC = $199 + 0 = $199
Therefore, the fair price of this policy is $199
