$(5-15)$

Yield to Call, Yield to Maturity, and Market Rates

Absalom Energy$$s $14\%$ coupon rate, semiannual payment, $$1,000$ par value bonds that mature in $30$ years are callable $5$ years from now at a price of $$1,050.$ The bonds sell at a price of $$1,353\mathrm{.}54,$ and the yield curve is flat. Assuming that interest rates in the economy are expected to remain at their current level, what is the best estimate of the nominal interest rate on new bonds issued in $5$ years?