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Consolidated Enterprises issues €1 million face value, five-year bonds with a coupon rate of 1 percent
Consolidated Enterprises issues €1 million face value, five-year bonds with a coupon rate of 1 percent. At the time of issuance, the market interest rate is 2.0 percent. Using the effective interest rate method of amortisation, calculate the carrying value after one year?
Expert Solution
Computation of Carrying Value after 1 year using PV Function in Excel:
=-pv(rate,nper,pmt,fv)
Here,
PV = Present Value or Carrying Value after 1 year = ?
Rate = Market Interest Rate = 2%
Nper = Number of Years to Maturity = 5 years - 1 year = 4 years
PMT = Periodic Coupon Payment = 1,000,000*1% = 10,000
FV = Face Value = 1,000,000
Substituting the values in formula:
=-pv(2%,4,10000,1000000)
PV or Present Value or Carrying Value after 1 year = 961,922.71 or 0.96 million
So, carrying value after one year is €961,922.71 or €0.96 million.
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