$1.$ ABC has issued a $$1000$ par bond with $25$ years to maturity, $7\%$ coupon rate, and semi$-$annual payments. Calculate the present value if the bond if the YTM is $7\%.$

$2.$ How would the answer to #$1$ change if the YTM is $9\%?$

$3.$ How would the answer to #$1$ change if the YTM is $5\%?$

$4.$ What bond relationship are Problems $1-3$ discussing?

$5.$ ABC issued $12-$year bonds at a coupon rate of $8\%$ with semi$-$annual payments. If the bond currently sells for $$1050$ of par value, what is the YTM$?$ What is the current yield?

$6.$ ABC issued $12-$year bonds $2$ years ago at a coupon rate of $8\%$ with semi$-$annual payments. If the bond currently sells for $105\%$ of par value, what is the YTM$?$ What is the current yield?

$7.$ A bond has a quoted price of $$1,080\mathrm{.}42.$ It has a face value of $$1000,$ a semi$-$annual coupon of $$30,$ and a maturity of five years. What is the yield to maturity? What is the current yield?

$8.$ A bond has a quoted price of $90\mathrm{.}52\%$ of par value. It has a face value of $$1000,$ a semi$-$annual coupon of $$30,$ and a maturity of five years. What is the yield to maturity? What is the current yield?

$9.$ ABC issued $15-$year bonds at a coupon rate of $3\%$ with semi$-$annual payments. If the bond currently sells for $112\mathrm{.}5$ percent of par value, what is the YTM$?$ What is the current yield?

$1.$ ABC's bonds have a $5\mathrm{.}5\%$ coupon and pay interest semi$-$annually. The bonds are currently selling for $$1,150.$ The bonds mature in $20$ years. The bonds can be called in $8$ year for $$1,100.$

o What is the yield to maturity?

o What is the yield to call?

o What is the current yield?

$2.$ ABC has $$1,000$ face value bonds outstanding. These bonds pay interest semi$-$annually, mature in $10$ years, and have a $7\mathrm{.}5$ percent coupon. The current price is quoted at $99\mathrm{.}59$ percent of par value. What is the yield to maturity? What is the current yield?

$3.$ Refer to #$1$ above. Suppose the bonds are callable in $5$ years at $105$ percent of par value, what is the yield$-$to$-$call?

$4.$ ABC's bonds have a $9\mathrm{.}5$ percent coupon and pay interest semi$-$annually. Currently, the bonds are quoted at $106\mathrm{.}315$ percent of par value. The bonds mature in $12$ years. What is the yield to maturity? What is the current yield?

$5.$ Refer to #$3$ above. Suppose the bonds are callable in $5$ years at $110$ percent of par value, what is the yield$-$to$-$call?

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