Answer:
3.63%
Explanation:
Semiannual coupon payment
= $100 ÷ 2 = $50[($1,000 × 10%) ÷ 2]
The total number of compounding period = 2periods per year × 3 years = 6 periods.
By entering the following data on a financial calculator, rate is calculated as 1.81%.
Semiannual yield = 1.81%
Annual yield = 1.81% ×2 = 3.63%
Answer:
<u>Germany</u> and <u>Japan</u>
Explanation:
Financial intermediaries refer to the institutions which serve as a link between spenders and savers. Examples of financial intermediaries are banks, investment banks, pension funds, etc.
Securities markets refer to the markets which deal with the issuance of equity, debt and derivatives securities. Such issue of securities facilitates the raising of capital by businesses.
Direct finance usually takes place in capital markets dealing in securities with maturity period of more than an year, such as equity and bonds.
Indirect finance takes place through financial intermediaries such as banks, pension funds, etc. Such intermediaries remove the operation of middlemen between lenders and borrowers.
Germany and Japan have utilized their nation's bank credit based financial system.
Answer:
separating a company's products and services into different categories that represent its business portfolio.
Explanation:
Answer:
Effect on income= $2,500 increase
Explanation:
Giving the following information:
Contribution margin= $44
The marketing manager believes that a $6,300 increase in the monthly advertising budget would result in a 200 unit increase in monthly sales.
To calculate the effect on income, we need to use the following formula:
Effect on income= increase in total contribution margin - increase in fixed costs
Effect on income= 200*44 - 6,300
Effect on income= $2,500 increase
Answer:
The relationship is that the price for these types of bonds is lower as the Yield is fixed and do not change over time.
The price of a Non-callable bond is cheaper than the price of the Callable bond as the Yield for a Non-callable bond is fixed. This suggest that the investor knows exactly what is the interest that is going to receive until the maturity of the bond.
