Multiple Cholve $1$ point

A government Treasury Bond has an annual coupon rate of $6\%$ and, as is customary.pays coupons semi$-$annually, If the bond has a par $($face$)$ value of $$1000$ and it matures on March $31,2015,$ how much does an owner of $($investor$)$ one of these bonds receive on March $31,2015?$

$$1\mathrm{.}060$

$$1,030$

$$1,000$

$$30$