Assume that a company can generate $200000$$ in cash flow in $1$ yr and $350000$ in cashflow in year $2.$ In year $3$ year $2\text{'}$s cash flow grows by $5\%.$ And then will continue to grow by $5\%$ until perpetuity $.$ If the discount rate is $30\%$ and year $120\%$ in year $2$ and $12\%$ in year $3$ until perpetuity what is the value of thr firm in year $0.$ Use PV $=$CFn$/$r$*[(1-1/(1+$r$)^$n$)]$