Annual coupon to be paid[tex]\bold{= \$1000 \times 3.4\%= \$1000 \times \frac{3.4}{100} = \$34}[/tex]
years = 7
Calculating the bond price:
[tex]= \$1000 \times PVF(5\%, 7\ years) +\$34 \times PVAF(5\%, 7\ years) \\\\= \$1000 \times 0.71068 +\$34 \times 0.17282\\\\= \$710.68 + \$5.87588\\\\= \$716.55588\\\\= \$716.56\\\\[/tex]
So, the final answer is "$716.56".
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