Answer:
200
Explanation:
Base on the scenario been described in the question, the position required if the portfolio has a beta 1 is been calculated as follows .
number of contracts required is
Number of contract =10,000,000/(500×100)
Number of contract =10,000,000/50,000
Number of contract =200.
A long put position is needed because the contracts must provide a positive payoff when the market reduces.
Answer:
Quantitative
Explanation:
The reason is that a good research report includes qualitative and quantitative research. Qualitative research is non numerical data and it give information which helps in meaning making whereas the quantitative research is a research in which the researcher tries to find the numerical relation using quantifiable data, which is investigated through number of means which includes use of mathematics, principles, etc techniques to extract data. So the qualitative research is done here and the only thing the company requires is quantitative data.
Answer:
$378,000
Explanation:
average weekly demand 70 per distribution center
average shipment size to each distribution center is 450
average lead time 3 weeks
each distribution center has a 3 week safety stock
pipeline inventory: average lead time x average demand per distribution center x average price of each modem x number of distribution centers = 3 weeks x 70 units x $360 x 5 = $378,000
pipeline inventory in transit = $378,000
The pipeline inventory represents the minimum average that the company needs to have to at least meet the weekly demand for its product.
Answer:
see calculation and working below
Explanation:
operating activities section
Net income $ 8,500
Adjust for changes in non- cash items :
Amortization expense $1,500
Adjust for changes in working capital :
Prepaid expenses increase ($ 3,000)
Inventory increase ($500)
Accounts payable decrease ($1,000)
Net Cash Provided by Operating Activities $5,500
Answer:
FV= $21,887.13
Explanation:
Giving the following information:
Initial investment= $15,000
Number of periods= 6 years
Interest rate= 6.5% compounded annually
T<u>o calculate the future value of the investment, we need to use the following formula:</u>
FV= PV*(1+i)^n
FV= 15,000*(1.065^6)
FV= $21,887.13
