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TUTORIAL 7 – Discounted Cash Flow Valuation I

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TUTORIAL 7 – Discounted Cash Flow Valuation I
{Ross chapter 5: Critical thinking 1; Questions 4, 5, 7}
Critical Thinking
Question 5.1 – Annuity Period
As you increase the length of time involved, what happen to the present value of an annuity? What happens to the future value?
-duration increase, present value decrease (indirect relationship)
-duration increase future value increase (direct relationship)
-Assuming positive cash flow and a positive interest rate, both the present and the future value will rise.

Questions and Problems
Question 4 – Calculating Annuity Present Values
An investment offers $8,500 per year for 15 years, with the first payment occurring 1 year from now. If the required return is 9 per cent, what is …show more content…

Question 16 – Calculating Future Values
What is the future value of $1,560 in 13 year assuming an interest rate of 9percent compounded semi-annually?
For this problem, it simply needs to find the FV of a lump sum using the equation:
FV= PV (1+r) t
It is important to note that the compounding occurs semi-annually. To account for this, it will divide the interest rate by two (the number of compounding periods in a year), and multiply the number of periods by two. Doing so, it may get:
FV= PV {[1+ (k/m)] nm} = $1560 {[1+ (0.09/2)] 13x2} =$4899.46
TUTORIAL 9 – Bond Valuation and the Structure of Interest Rates
{Parrino Chapter 8: Critical thinking: 6 & 9 (E-reading);
Question & problems: 6, 14 & 16 (E-reading)}
Critical Thinking
Question 8.6
Explain why bond prices and interest rates are negatively related? What is the role of the coupon rate and the term to maturity in this relation?
Bond prices are included market interest rate, coupon rate, and term to maturity.
(i) The market interest rate is a compound varies always. On the other hand, the coupon for the bond remains fixing until maturity. Therefore, any change in market interest rate does not affect the coupon, but it affects the price of the bond. When the market interests go up, bonds go down and vice versa.
(ii) When the coupon rate is lower. The bond will have a higher price volatility compared to a bond which has a higher coupon. This is primarily because when

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