Remaining life of note = original life - expired period = 8 years - 2 years = 6 years.
Below is the note price:
Particulars | Cash flow | Discount factor | Discounted cash flow |
present value Interest payments-Annuity (5%,12 periods) | 33,920.0 | 8.86325 | 300,641.44 |
Present value of bond face amount -Present value (5%,12 periods) | 848,000 | 0.55684 | 472,200.32 |
Note price | 772,841.76 | ||
Face value | 848,000.00 | ||
Premium/(Discount) | -75,158.24 | ||
Interest amount: | |||
Face value | 848,000 | ||
Coupon/stated Rate of interest | 8.000% | ||
Frequency of payment(once in) | 6 months | ||
Interest amount | 848000*0.08*6/12= | $ 33,920 | |
Present value calculation: | |||
yield to maturity/Effective rate | 10.00% | ||
Effective interest per period(i) | 0.1*6/12= | 5.000% |
Note will be sold for $772,841.76
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