Answer:
$1,107,793.41
Step-by-step explanation:
The value of the payment today can be ascertained using the present value of an annuity due formula since the first payment is immediate as shown thus:
PV=monthly payment*(1-(1+r)^-n/r*(1+r)
monthly payment=$12,500
r=monthly interest rate=6.48%/12=0.0054
n=number of monthly payments in 10 year=10*12=120
PV=$12,500*(1-(1+0.0054)^-120/0.0054*(1+0.0054)
PV=$12,500*(1-(1.0054)^-120/0.0054*(1.0054)
PV=$12,500*(1-0.524003627 )/0.0054*1.0054
PV=$12,500*0.475996373 /0.0054*1.0054
PV=$1,107,793.41