Answer:
FOR THE FIRST SIX-MONTH PERIOD
Accrued principal = $1,040
Coupon payment = $5.20
FOR THE SECOND SIX-MONTH PERIOD
Accrued principal = $1,050.40
Coupon payment = $5.25
FOR THE THIRD SIX-MONTH PERIOD
Accrued principal = $1,071.41
Coupon payment = $5.36
FOR THE FOURTH SIX-MONTH PERIOD
Accrued principal = $1,103.55
Coupon payment = $5.52
Explanation:
These can be calculated using the following formulae:
Accrued principal = Amount or previous accrued principal * (100% + inflation rate) ...........(1)
Coupon payment = Accrued principal * (Fixed coupon rate * (6 months / 12 months))............(2)
Therefore, we have:
FOR THE FIRST SIX-MONTH PERIOD
Accrued principal = $1,000 * (100% + 4%) = $1,040
Coupon payment = $1,040 * (1% * (6 / 12)) = $5.20
FOR THE SECOND SIX-MONTH PERIOD
Accrued principal = $1,040 * (100% + 1%) = $1,050.40
Coupon payment = $1,050.40 * (1% * (6 / 12)) = $5.25
FOR THE THIRD SIX-MONTH PERIOD
Accrued principal = $1,050.40 * (100% + 2%) = $1,071.41
Coupon payment = $1,071.41 * (1% * (6 / 12)) = $5.36
FOR THE FOURTH SIX-MONTH PERIOD
Accrued principal = $1,071.41 * (100% + 3%) = $1,103.55
Coupon payment = $1,103.55 * (1% * (6 / 12)) = $5.52
