Payments of $$\{A\}$ due today and $$\{B\}$ due in $\{C\}$ years are to be replaced by a payment of $$\{D\}\{$E$\}$ years from now and a final payment in $\{F\}$ years.

What is the size of the final payment if money is worth $\{G\}\%$ compounded $\{H\}?$ Use the partial timeline below to help you!

$\{A\},$$$1,100$

$\{$C$\}7$

$\{$E$\}4$

$\{G\},4\mathrm{.}74\%$

$\{$B$\}$ $$4,500$

$\{$D$\}$ $$2,900$

$\{$F$\}9$

$\{$H$\}$ semi$-$annually

Read these instructions$/$notes carefully:

Fill in the blanks below with each correct answer

Use appropriate rounding rules at each step

Units are already provided for you $($do not enter units$)$

Do not enter negative values or comma separators $($for example, enter $19000$ and not $19,000)$

Note which values$/$arrows are labeled FV$1,$ FV$2$ and FV$3$