Answer:
A. Real options must have positive value becasue they are only exercised when doing so would increase the value of the investment.
B. If exercisung the real option would reduce value, managers ca allow the option to go unexercised.
D, Having the real option but not the obligation to act is valuabale.
Explanation:
Because real option are options or choices made available to managers of a firm concerning investment their choices are meant to bring about a positive growth and return on the investments.
So if any of the choices presented to these managers are going to reduce the values or have other negative impacts on the investment and its value, then the option which is the real option or ideal option canbe forgone.
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Answer:
Operating cash flow= $29,886
Explanation:
Giving the following information:
Sales= $262,100
Total variable cost= $144,000
Total fixed costs= $61,300.
Annual interest expense of $24,500. The annual depreciation is $25,200 and the tax rate is 34 percent.
<u>We need to determine the operating cash flow:</u>
Sales= 262,100
Total variable cost= (144,000)
Contribution margin= 118,100
Total fixed costs= (61,300)
Depreciation= (25,200)
Interest= (24,500)
EBIT= 7,100
Tax= (7,100*0.34)= (2,414)
Depreciation= 25,200
Operating cash flow= 29,886
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ask them what they heard. how they might explain it to others
keep your message on one subject. don't confuse the subject with multiple ideas
Answer:
The arbitrageur should borrow money at 4% per annum since it is cheaper than paying the forward price for delivery
Explanation:
Current price of gold=$1,400 per ounce
Forward price=$1,500
The arbitrageur can either pay the forward price or borrow $1400 and pay the interest of 4% in a year. Consider option 1 paying the forward price of 1500
Option 1
Since there are no additional costs, the total cost for buying the gold=forward price=$1,500
Option 2
If the arbitrageur borrows the 1400 to pay for the gold now, then pay the interest in 1 year;
The total cost=Amount borrowed+interest accrued in 1 year
Total cost=1400+(4%×1400)
1400+((4/100)×1400)
1400+56=$1456
Since there are no additional costs, option 2=$1456
If we compare option 1 to option 2, we notice that option 2 is slightly cheaper than option 1 by $44
(Option 1-Option 2)=(1500-1456)=$44
The arbitrageur should borrow money at 4% per annum since it is cheaper than paying the forward price for delivery
