Answer:
It is to buy a call (A)
Explanation:
Entering a counter position to buy call option at an agreed price with the expectation of increase in stock price will better position the company to mitigate against unfavorable rises in the market share price . The gain realized from the call option will off-set the actual loss from increase in share price.
Answer:
C. operating costs that are expensed in the accounting period in which they are incurred
Explanation:
Non Manufacturing expenses are Period costs. Period Costs are the operating costs that are expensed in the accounting period in which they are incurred. Examples include selling and administrative expenses.
Remember All Manufacturing expenses are Product Costs and are used in Inventory Valuation, Setting Selling Prices and Profit determination.
Answer:
$163,100
Explanation:
First find the present value of cashflows at year 1 and 2
<u>PV of $82,400;</u>
PV = FV/(1+r)^n
PV = 82,400/(1.1275)^1
PV = $73082.0399
<u>PV of $148,600;</u>
PV = FV/(1+r)^n
PV = 148,600 /(1.1275)^2
PV = $116,892.2473
From the cumulative present value of 303,764.34, find the balance after deducting the above PVs;
PV of cashflow yr3 = $303,764.34 -$73082.0399 -$116,892.2473
PV of cashflow yr3 = $113,790.053
Next, calculate year 3's cashflow;
Year 3 cashflow = 113790.053(1.1275)^3
Year 3 cashflow = $163,099.996
Expected cashflow in third year is approximately $163,100
Answer:
Refer below.
Explanation:
Answer is intended both & Done.
Answer:
Explanation:
Price is sum of:
1. Present value of expected dividend payments during 1-4 years;
2. Present value of the expected market price at the end of the fourth year based on growth at 5%.
Present value of expected dividend payments during 1-4 years:
PV1 = 3*(1+0.30)*0.8929 = 3.90*0.8929 = $3.482
*0.8929 = 1/1.12
PV2 = 3.90*1.30*0.7972 = 5.07*0.7972 = $4.042
PV3 = 5.07*1.30*0.7118 = 6.591*0.7118 = $4.691
PV4 = 6.591*1.30*0.6355 = 8.5683*0.6355 = $5.445
Total = $17.661
Present value of the expected market price at the end of the fourth year:
Market price of the share at the end = 5th year dividend/(Required rate of return - growth rate)
5th year dividend = $8.5683*(1+growth rate) = $8.5683*(1+0.05) = $9
Market price of the share at the end = $9/(0.12-0.05) = $128.57
Present value of $128.57 is 128.57*0.6355(present value interest factor for year 4) = $81.7
So the price of share is $17.661+$81.7 = $99.37