The statement "<span>Independent risks can be diversified by holding a large number of uncorrelated assets with independent risks." is true.
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Answer:
Option (D) is correct.
Explanation:
Sale from beginning inventory = (Beginning inventory - sales units) × selling price per unit
= (24 - 17) × $15
= 7 × $15
= $105
Sale from September 17th purchase:
= (Beginning inventory - sales units of Sept 5 and Sept 30) × $20
= (24 - 17 - 8) × $20
= 1 × $20
= $20
Therefore,
Cost of good sold on Sept 30 = Sale from beginning inventory + Sale from September 17th purchase
= $105 + $20
= $125
Ending inventory:
= ( Beginning inventory - Sept 5 Sale + Sept 17 Purchase - Sept 30 Sale) × per unit purchasing price
= (24 - 17 + 10 -8) × $20
= 9 units × $20
= $180
Answer:
c. 6
Explanation:
The maximun profit is determined by the point where the Marginal Revenue (MR) is equal to the Marginas Cost (MC).
Solving for person of type 2 and considering Z=1.
The marginal cost equation:
MC = 2 + 4z
MC = 2 + 4(1)
MC = 6
The demand equation:
P2 = 24 - 2Q2 + 6z
P2= 24 - 2Q2 + 6
P2= 30 - 2Q2
To calculate the Marginal Revenue, we calculate, at first, the total profit:
Total profit=P*Q2
TP=(30-2Q2)*Q2
TP=30Q2 - 2Q2^2
Taking the derivative of the total profit, we obtain the Marginal Revenue
MR = 30 - 4Q2
Finally, set the MR and MC, and solve for Q2
30 - 4Q2 = 6
24 = 4Q2
<h2>
Q2 = 6</h2>
Answer:
None of the options is correct.
Explanation:
A spot trade could be result in higher or lower profits, the also applies to a carry trade. The factor that can make this investment more or less profitable if the current exchange rate between the US dollar and the Hungarian forint. Since the company is investing in Hungarian forints, if it depreciates against the US dollar, the company's profit may decrease or even turn into a loss. On the other hand, if the Hungarian forint appreciates against the US dollar, the company's profits will increase.
