$2.$ Methusaleh of the Bible lived to be $969$ years old, longer than any other person in recorded history. Methusaleh$$s father Enoch was noted for being a righteous man. Let$$s assume he was also a finance$-$conscientious man as well. At the age of $10,$ Enoch put Methusaleh to work and paid him $$20$ a month. He taught Methusaleh to both save his money and to give his money to support those in need. So$,$ Methusaleh gave $$5$ to those in need each month and put $$5$ in the Euphrates River Bank each month. The other $$10$ was his to buy arrows, food, and Garden of Eden trading cards. Assuming no increase in wages, no inflation, and a conservative $3\%$ annual rate of return $($interest paid monthly$),$ how much would Methusaleh have been able to pass on to his grandson Noah upon his death?