Problem $1$: Follow the $(Yield)$ Curve

Suppose that the yield curve for the next $3$ years $is$ given $by(there$ are $no$ liquidity premia$)$:

Maturity Spot Rate

$110\%$

$212\%$

$314\%$

$1.$ Calculate the forward rate for one year, one year from now $f1,1.$

$2.$ Calculate the forward rate for two years, one year from now $f2,1.$

$3.$ Calculate the forward rate for one year, two years from now $f1,2.$

$4.$ According $to$ the Expectations Theory, interest rates are expected $to$ increase, decrease $or$

remain stable $in$ the future?