Consider a zero$-$coupon bond with a face value of $$1000$ and matures in $1-$year is currently selling for $$900\mathrm{.}90.$ Suppose the general price level is currently P $=250,$ and it is expected to rise to P$`=285$ by next year. What is the expected net real rate of return on the bond, approximately $($round to the nearest $2$ decimal points$).$

Consider a zero$-$coupon bond with a face value of $$1000$ and matures in $1-$year is currently selling for $$952\mathrm{.}38.$ Suppose the general price level is currently P $=200,$ and it is expected to rise to P$`=206$ by next year. What is the expected net real rate of return on the bond, approximately $($round to the nearest $2$ decimal points$).$