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SECURITY VALUATION PRACTICE 1. Find the price of a $10,000 treasury bill that matures in 83 days. The yield is 0.70% per year. (2 points) 2. Find the price of a 20-year $1000 bond with a coupon rate of 5% and a yield to maturity of 4.0% per year compounded semiannually. This bond makes payments semiannually. (3 points) 3. A stock has just paid a quarterly dividend of $0.50. Dividends are expected to grow 2.0% per quarter. Given a cost of equity of 14% per year, compounded quarterly, find the price of the stock. (2 points)

Security Valuation Practice

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A lengthy worksheet containing practice problems and solutions concerning security valuation. Useful for studying for finance tests in undergraduate or graduate programs.

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SECURITY VALUATION PRACTICE

1. Find the price of a $10,000 treasury bill that matures in 83 days. The yield is 0.70% per

year. (2 points)

Price = 15.9984

0070.1

000,10365/83

2. Find the price of a 20-year $1000 bond with a coupon rate of 5% and a yield to maturity of

4.0% per year compounded semiannually. This bond makes payments semiannually. (3

points)

Coupon payments = .05 x 1000 / 2 = $25

r6 = .04 / 2 = .02

# payments = 2 x 20 = 40

Price = 1,136.781.02

1000

1.02

11

.02

254040

3. A stock has just paid a quarterly dividend of $0.50. Dividends are expected to grow 2.0%

per quarter. Given a cost of equity of 14% per year, compounded quarterly, find the price of

the stock. (2 points)

rQ = .14 / 4 = .035

Price = 3402.035.

)02.1(50.0

SECURITY VALUATION PRACTICE

1. Find the price of a $10,000 treasury bill that matures in 83 days. The yield is 0.70% per

year. (2 points)

Price =

15.99840070.1

000,10365/83

2. Find the price of a 20-year $1000 bond with a coupon rate of 5% and a yield to maturity of

4.0% per year compounded semiannually. This bond makes payments semiannually. (3

points)

Coupon payments = .05 x 1000 / 2 = $25

r6 = .04 / 2 = .02

# payments = 2 x 20 = 40

Price =

1,136.781.02

1000

1.02

11

.02

254040

3. A stock has just paid a quarterly dividend of $0.50. Dividends are expected to grow 2.0%

per quarter. Given a cost of equity of 14% per year, compounded quarterly, find the price of

the stock. (2 points)

rQ = .14 / 4 = .035

Price =

3402.035.

)02.1(50.0