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[DOC File]Soln Ch 13 Bond prices - Texas Christian University
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10. Since the bond payments are now made annually instead of semi-annually, the bond equivalent yield to maturity is the same as the effective annual yield to maturity. Using a financial calculator, enter: n = 20; FV = 1000; PV = –price, PMT = 80. The resulting yields for the three bonds are: Bond Price Bond equivalent yield =
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[DOC File]Econ 175
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Using Excel, or plugging into a financial calculator n = 10, PV =price= 1124.72, FV = 1050, PMT = 40, gives us i=yield to call =2.976 % semiannually. Note that since the call price is lower, but all other attributes are unchanged, the yield to call is lower. c. This time we use the same formula as in a, except the time to first call is 2 years ...
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[DOC File]Soln Ch 13 Bond prices - York University
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3. The bond callable at 105 should sell at a lower price because the call provision is more valuable to the firm. Therefore, its YTM should be higher. 4. Lower. As time passes, the bond price, which now must be above par value, will approach par. 5. We find the yield to maturity from our financial calculator using the following inputs:
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[DOC File]Chapter 7
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7-10 The problem asks you to solve for the current yield, given the following facts: N = 14, I = 10.5883/2 = 5.29415, PV = -1020, and FV = 1000. In order to solve for the current yield we need to find PMT. With a financial calculator, we find PMT = $55.00.
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Yield to call on financial calculator