A corporate bond with a face value of $$1,000,$ a price of $$510,$ a coupon rate of $6\%,$ and a maturity of six years.

A$.510=\frac{60}{(1+i)}+\frac{60}{(1+i{)}^2}+$dots$+\frac{60}{(1+i{)}^{6-1}}+\frac{60}{(1+i{)}^6}+\frac{1,000}{(1+i{)}^6}$

B$.510=\frac{1,000}{(1+i{)}^6}$

C$.510=1,000(1-i{)}^6$

D$.510=\frac{1,000}{(i+\frac{6}{100}{)}^6}$

A student loan of $$4,700$ that requires payments of $$375$ per year for $11$ years. The payments start in four years.

A$.4,700=\frac{375}{i^{11-4}}$

B$.4,700=375(1+i{)}^{11-4}$

C$.4,700=\frac{375}{(1+i{)}^4}+\frac{375}{(1+i{)}^{4+1}}+$dots$+\frac{375}{(1+i{)}^{11-1}}+\frac{375}{(1+i{)}^{11}}$

D$.375=\frac{4,700}{(1+i{)}^{11+4}}$