A company issued $25-$year bonds AT PAR with a $4\mathrm{.}75\%$ coupon paid annually.

After $4$ years market interest rates remained unchanged

$CY=$

$YTM=$

CGY$=$

What is the bond's current yield, capital gains yield & YTM$?$

After another $9$ years the bond's price is $$995$

$CY=$

$YTM=$

CGY $=$

What is the bond's current yield, capital gains yield & YTM$?$

After another $6$ years the bond's price is $$1125$

$CY=$

$YTM=$

$CGY=$

What is the bond's current yield, capital gains yield & YTM$?$

After another $2$ years the bond is priced with a YTM of $6$ percent $($YTM$)$

PRICE$=$

$CY=$

What is the bond's PRICE & current yield?