The current free cash flow to equity $($FCFE$)$ of a firm is $$899.$ If the risk$-$free rate is $3\%,$ the beta of the stock is $1\mathrm{.}75$ and the equity market risk premium is $2\%,$ what is the current market value of equity of this stock if the FCFE is expected to grow at $4\%$ in perpetuity?

Stage $1$: The present value of the FCFF for stage $1$ is $$5,946$

Stage $2$: The present value of the terminal value of the firm is $$5,296$

The market value of debt is $$344$

Cash is $$3,289$

Number of shares outstanding $85$

Weighted Average Cost of Capital $($WACC$)=10\%$