Question $3(6$ marks$)$ Two investors are evaluating Anywhere e$-$SIM Ltd$.\text{'}$s stock for possible purchase. They agree on the expected value of $\backslash ($ D$\_\{1\}\backslash )$ and also on the expected future dividend growth rate. Further, they agree on the riskiness of the stock. However, one investor normally holds stocks for $2$ years, while the other normally holds stocks for $10$ years. Is it true that they should both be willing to pay the same price for this stock? Explain based on how stocks are valued and provide a numerical example to support your arguments.