A debt can be repaid by payments of $$1000\mathrm{.}00$ today, and $$3000\mathrm{.}00$ in two years. What single payment would settle the debt three years from now if money is worth $16\%$ p$.$a$.$ compounded semi$-$annually?$\backslash$small PV$\_1=$$ $\backslash$small PV$\_2=$$ IY $=$ n$2=$ CY $=$ i $=$ n$1=\backslash$small FV$=$PV$\backslash$left$(1+$i$\backslash$right$)^$n$\backslash$small FV$\_1=$ $ up to $4$ decimal places $\backslash$small FV$\_2=$ $ up to $2$ decimal places Single payment E$=\backslash$small FV$\_1+\backslash$small FV$\_2=$ $ up to $2$ decimal places Blank $1$: Blank $2$: Blank $3$: Blank $4$: Blank $5$: Blank $6$: Blank $7$: Blank $8$: Blank $9$: Blank $10$: