Your company recently issued $10-$year bonds at a market price of $$1,000($that is$,$ they were issued at face value$)$These bonds pay an annual coupon of $$105(52\mathrm{.}50$ each months$)$ Due to additional financing needs, the firm wishes to issue new bonds which would have a maturity of $10$ years and which would pay $40$ in interest every $6$ months Assume that both bonds are of the same risk class $($that is$,$ they have the same yield or required rate of return$)$ and that there are no flotation costs. How many bonds, to the nearest whole number should the firm issue to raise $ $2,000,000$ in cash?

$2\mathrm{.}211$ O

$2,139$

$2437$

$2,285$

O $2,360$