A $$\{$A$\}$ bond has $\{$B$\}$ years until maturity with a semi$-$annual coupon rate of $\{$C$\}\%.$ Determine its market price at a semi$-$annual market rate of $\{$D$\}\%.$ Show how the market price changes if there are $\{$E$\},\{$F$\}$ or $\{$G$\}$ years left until maturity? What patterns are noticeable and why? Use appropriate terminology.

$\{$A$\}$

$\{$B$\}$

$\{$C$\}$

$\{$D$\}$

$\{$E$\}$

$\{$F$\}$

$\{$G$\}$

$$14,000$

$12$

$5\mathrm{.}80\%$

$7\mathrm{.}20\%$

$15$

$7$

$2$