Assume you have $3,000$ today and you can save the money in an account $(1)$ that gives a compound annual interest of $3\mathrm{.}5\%$ or you can save the money in an account $(2)$ that gives a simple annual interest of $4\%.$ You want to leave the money untouched in either of the accounts for $4$ years.

Which account will you chose? Enter the number $1$ or $2$ in first box.

How much more your chosen account will have after $4$ years? Enter absolute number in $2$ decimals in second box.