The bond that would have the largest change in price (in percentage terms) for a given change in interest rates (that is, in yield to maturity) is the bond with the lowest coupon rate and longest maturity, which would be Bond D: A $1000 par value bond with a 2% coupon rate (semi-annual payments) that matures in 30 years.
This is because the lower the coupon rate, the higher the sensitivity to changes in yield (the higher the duration). Longer maturities also increase the sensitivity to changes in yield.
Therefore, Bond D would have the largest change in price (in percentage terms) for a given change in interest rates.
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Answer:
- 4.12%
- 46.15%
Explanation:
1. The Return on Assets can be calculated by;
Return on assets = Profit margin * Assets turnover
So,
Profit Margin = Return on Assets/ Assets Turnover
= 7%/1.7
= 4.12%
2. The amount of debt in the company is the capital less equity and the Percent of Equity in the company is;
= Return on Assets / Return on Equity
= 7% / 13%
= 53.85%
Debt - to - Capital = 1 - 53.85%
= 46.15%
Answer:
The advantages of requiring both the original and final appropriated budget amounts are:
1. It enables comparison of original (static) budget with the final (flexible) budget.
2. From the comparison, management assesses performances based on actual performance versus original and final budgets respectively.
3. The significant changes based on the level of activity are easily determined.
Explanation:
The use of original and final budgets helps in the comparison with actual performance. It clearly shows the effect of the level of activity on budget performance.
Dividend discount model (DDM) is used in valuing stocks of a company with basing on the value of the future net present dividends. It rests on the assumption that the stock's worth is equivalent to future dividends including discounted values of the present. Corporation valuation models on the other hand, is for loan qualifications, setting prices upon selling one's company.
Answer:
d. 4 years.
Explanation:
The payback period is the length of time that it takes for the future cash flows to equal the amount invested in a project. It takes 4 years to get $800,000 for Natal Technologies product.