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\},$$$1,300$

$\{$C$\}5$

$\{$E$\}4$

$\{$G$\}4\mathrm{.}82\%$

$\{B\},$$$3,900$

$\{$D$\}$ $$3,400$

$\{$F$\}6$

$\{H\}$ annually

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$x=$$