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Assoli18 [71]
3 years ago
13

Which of the following is approximately the Value at Risk at 5 percent of a portfolio of $10 million of asset A, whose expected

return is 10 percent and volatility is 20 percent, and $10 million of asset B, whose expected return is 16 percent and volatility is 25 percent, where the correlation between the two assets is 0.1.
A. $5.6 million
B. $10 million
C. $15 million
D. $1.25 million
E. none of the above
Business
1 answer:
Alexandra [31]3 years ago
7 0

Answer:

A. $5.6 million

Explanation:

Value at risk is the minimum value of portfolio that is considered to lose in case of certain event or volatility. There are two assets in the given scenario and both of them have worth of $10 million. The correlation between them is 0.1 which means there is low strength relationship between the two assets. The value at risk can be found by:

($10 * 5% * 20%) + ($10 * 16% * 25%) * log 1.65

= 5.6 million

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Answer:

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b. $20,520

c. $24,140.64

Explanation:

a. The computation of inventory cost by the first-in, first-out method is shown below:-

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= 48 × $550

= $26,400

b. The computation of inventory cost by the last-in, first-out method is shown below:-

Inventory cost by Last in first out method = (Jan 1 units × Jan 1 Inventory per unit) + (Number of units - Jan 1 units) × Feb. 19 Inventory per unit

= (26 × $400) + (48 - 26) × $460

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= $20,520

c. The computation of inventory cost by the average cost method is shown below:-

Average cost per unit = (26 × $400) + (57 × $460) + (62 × $540) + (60 × $550)

= $10,400 + $26,220 + $33,480 + $33,000

= $103,100

Per unit cost = Inventory cost ÷ Total number of units

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= $103,100 ÷ 205

= $502.93

Inventory cost under average cost method = Per unit cost × Number of units

= 48 × $502.93

= $24,140.64

Therefore we have applied the formulas.

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The effort of one good coworker can offen motivate others to reach their potential through a process called
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Disclaimer: The question was incomplete. Please find the full content below.

Question: Luke is the type of leader that concentrates on relationships as he leads and not just tasks. According to Fiedler’s Contingency Model, Luke is what type of leader?

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