Five years ago, John bought the annual$-$coupon bond of XYZ$.$ The coupon rate is $9\%.$ Five years ago, the yield$-$to$-$maturity of XYZ was $8\%$ and the years to maturity of the bond was $15$ John has already held it for five years as of today and he is selling XYZ bond today. He reinvested the coupon at the rate of $5\%$ per year over the past five years. The current yield$-$to$-$maturity is $11\%.$ Par value is $$1,000.$

What is the geometric rate of return of the investment?

Initial Investment $=$ I

FV from coupon reinvestments $=$

Price of bond five years later $=$

Total ending value $=$ EV $=$

Rg $=\_\_\_\%$