Use the term structure lattice model $($from $t=0$ to $t=3)$ below to price the bond derivatives in the following

questions.

Compute the value of $ZC{B}_3.($Round your answer to the fourth decimal place$)$

Note: $ZC{B}_3$ refers to the zero coupon bond that pays $1$ dollar at $t=3.$

Incorrect

Continued Question $2$

Compute the forward price at $t=2$ of a zero coupon bond with face value $100$ and maturity$=3,$ i$.$e$.$

$\frac{E^Q(\frac{Z_2^3}{B_2})}{E^Q(\frac{1}{B_2})}$

$($Round your answer to the fourth decimal place$)$