A VC holds $2$ million shares of participating preferred stock in Company A$,$ which were purchased for $$10$ million. The founders are the only other shareholders and own $5$ million shares of common equity. The liquidation preference is $1$X and there is a $5\%$ accruing and compounding dividend.

a$.$ The company is sold for $$50$ million after $5$ years, how much will the VC$1$ recieve? b$.$ Now assume VC has participating preferred with a $1$X LP and a $5\%$ accruing and compounding dividend. Before exit, the company raised an additional $$20$M from VC$2$ in exchange for non$-$participating preferred stock with a liquidation preference equal to $1\mathrm{.}5$X and no dividends. If the company is sold for $$50$M and follows a last$-$in$-$first$-$out model for liquidation. How much would the first VC receive? How much would VC$2$ receive? How much would the founders receive?