Answer:
d. beta did a better job of explaining the returns than standard deviation
Explanation:
Beta measures the systemic risk associated with the particular investment, it do not compute the total risk associated, which is more logical.
Standard deviation computes the total risk associated.
Some risk is natural, like the risk of floods, natural calamities, earthquake, etc:
That risk shall not counted as for comparison as that is associated universally. Further, the risk associated with particular factors like bankruptcy of a company, or some legal case issue of a company are precisely described by beta coefficient.
Thus, beta provides better details about explaining the returns.
Answer:
(i) The farm can cover its revenue using its total variable cost, therefore the farm will continue producing 200 units
(ii) The farm cannot cover its revenue using its total variable cost, therefore the farm will shut down
(iii) The two relevant points on supply curve will be: (Price = $12 & Quantity = 0) and (Price = $25 & Quantity = 200)
Explanation:
(i)According to given data, When output is 200 but price is $20, this price is equal to ATC, so the farm breaks even. But since this price is higher than AVC of $15, the farm can cover its revenue using its total variable cost, therefore the farm will continue producing 200 units.
(ii) When output is 200 but price is $12, this price is equal to ATC, so the farm makes economic loss. Also, this price is lower than AVC of $15, so the farm cannot cover its revenue using its total variable cost, therefore the farm will shut down.
(iii) The farm's supply curve is the portion of its Marginal cost (MC) curve above the minimum point of AVC. Since price equals MC, the two relevant points on supply curve will be: (Price = $12 & Quantity = 0) and (Price = $25 & Quantity = 200).
Answer:
X is $30,000
Explanation:
First, we need to calculate the Amount ofLoan
Amount of Loan = Car price - Down payment = $100,848 - $30,000 = $70,848
This is the situation of annuity payment for 4 years at a 25% interest rate with equal annuity payment each year.
Now we will use the following formula to calculate the value of X
PV of Annuity = Annuity payment x ( 1 - ( 1 + interest rate )^-numbers of years ) / Interest rate
Where
PV of Annuity = Amount of Loan = $70,848
Interest rate = 25%
Numbers of years = 4 years
Annuity Payment = X = ?
Placing values in the formula
$70,848 = X x ( 1 - ( 1 + 25% )^-4 ) / 25%
$70,848 = X x 2.3616
X = $70,848 / 2.3616
X = $30,000
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