Consider two bonds, A and B $.$ Both bonds presently are selling at their par value of $$1,000.$ Each pays interest of $$120$ annually. Bond A will mature in $5$ years, while bond B will mature in $6$ years. If the yields to maturity on the two bonds change from $120$ t to $14\%$

A$)$ both bonds will increase in value, but bond A will increase more than bond $B$

B$)$ both bonds will increase in value, but bond $B$ will increase more than bond $A$

C$)$ both bonds will decrease in value, but bond A will decrease more than bond $B$

D$)$ both bonds will decrease in value, but bond $B$ will decrease more than bond $A$