D = 1.10 × $7m = $7.7m, E = 1.5 × $11m = $16.5m (E=bond maturity)
V=D + E = $7.7 million + $16.5 million = $24.2 million
WACC = (D / V) (1 Tc), (E / V) rDebt rEquity = ($7.7m / $24.2m) (1 0.21 / 0.10) + ($16.5m / $24.2m) × 0.14 =0.1206, or 12.06%.
When evaluating interest rate risk, the maturity of a bond is critical. The amount by which the price of a bond will rise or fall in response to a change in interest rates. A bond with a longer maturity also has a higher interest rate risk. When assessing the potential performance of a bond, four main variables must be addressed. The current price of the bond in relation to its face value is one. Another variable is the maturity of the bond (the number of years or months for which the issuer borrows money). A third factor is the bond's interest rate and yield—its effective return based on its price and face value.
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