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You want to buy a new car, and the local bank will lend you 20,000. The load will be fully amortized over 5 years (60 months), and the nominal interest rate will be 12 % with interest paid monthly. what will be the monthly loan payment? what will be the loan's EAR ?
Suppose that a firm's stock is currently priced at $24.50, its last dividend was $1.55, and you think that the company is capable of 8% growth indefinitely.
Calculate (in your opinion) discount rate for the following types of equities? How do you determine that rate?
Explain what are the various kinds of budgets? Please explain each and describe hich type of budget is best for your selected company?
Steven & Dawn wanted to know how much it would cost to send their daughter Dawson to a private college. They have saved $20,000 to day for the purpose.
The derivatives market is complex because derivative purchasing and selling includes many things like financial contracts, including debt and structured debts & deposits, futures, options, floors, swaps, other obligations, caps, & forwards, and vari..
Explain what questions would you raise with the CEO over the firm's litigation liability - How would you assess whether the firm should record a liability for this risk, and if so, how would you assess the value of this liability?
Ten-year zero coupon bonds issued by the U.S. Treasury have a face value of $1,000 and interest is compounded semiannually. If similar bonds in the market yield 11.05 percent, what is the value of these bonds?
Computation of risk premium on bonds and what is the default risk premium on the corporate bond
PK Software has 8.9 percent coupon bonds on the market with 24 years to maturity. The bonds make semiannual payments and currently sell for 111.5 percent of par.
the fact that she is providing no collateral, the bank is going to charge her a fee of 2.0% of her loan amount as well as take out the interest upfront. The bank is offering her 16% APR for six months.
Julie is planning buying stock in and only one of the following companies which runs a website against geared retirement income and has a 10 percent probability of returning 20 percent
There is a 11 percent chance the economy will boom and a 72 percent chance the economy will be normal. What is the expected risk premium for this stock if the risk-free rate is expected to be 4.90 percent?
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