Answer: $88700
Explanation:
Coupon interest = $100000*10% = $10000
To calculate the issue price we will have to discount all the coupon payments and the face amount using 12%.
To discount coupon payments we will use the formula of present value of ordinary annuity:
PV = PMT×(1-(1/(1+i)^n)/i
where;
PMT = coupon payment = $10000
i = Interest rate which is to be used to discount = 12%
n = no. or periods = 10 years
PV = $56502.23
And present value of face amount = $100000/(1.12)^10 = $32197.32
Issue price = $56502.23 + $32197.32
= $88699.55 ≈ $88700