Answer:
A.
Act again
Explanation:
Makes sense when you think about it.
Answer:
D) 44
Explanation:
first we must calculate inventory turnover:
Average inventory = ($6,540 + $7,250) / 2 = $6,895
Inventory turnover = $56,900 / $6,895 = 8.25
days' sales of inventory = 365 / 8.25 = 44.2 ≈ 44
Days' sales of inventory is the average number of days that it should take to sell the inventory.
Answer:
The depreciation expense for this period is: $13,200
Explanation:
The depreciation charge using units of production is calculated as follows :
Depreciation Expense = (Cost - Salvage Value) × (Period`s Production / Total Expected Production)
= ($200,000 - $80,000) × 440,000 units / 4,000,000 units
= $13,200
Conclusion:
The depreciation expense for this period is: $13,200
The value of a European call option on the stock with strike k=102k=102 is: 2.03529 and the amount of dollar to invest in the cash account is $28.694
<h3>European call option</h3>
Given:
R=1.02
S0 = 100
u=1/d= 1.05
Strike(k) = 102
First step
Upside Price = u × S0
Upside Price = 1.05 × 100
Upside Price = 105
Downside Price = S0/u
Downside Price= 100×1/1.05
Downside Price= 95.238
Upside Payoff = upside price - strike rate
Upside Payoff =(105 - 102)
Upside Payoff = 3
Second step
Upside probability=(r - q) / u - d
Upside probability=1.02- (1/1.05)÷ 1.05- (1/1.05)
Upside probability=0.0676190/0.0976190
Upside probability=0.692
Probability of downside = 1 - p(upside)
Probability of downside = 1 - 0.692
Probability of downside = 0.30731722
Third step
European call option=[0.692×3+0.30731722×0]×1/100
European call option=2.03529
Let B represent the Dollar to invest
105D -1.05B=3
95.238D-1.02B=0
Solving for B
B=$28.694
Therefore the value of a European call option on the stock with strike k=102k=102 is: 2.03529 and the amount of dollar to invest in the cash account is $28.694
Learn more about European call option here:brainly.com/question/16998902
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Answer:
management
Explanation:
management is often defined as the process of planning, organizing, directing, and controlling
