Determine which of the following investments will have the highest future value at the end of $5$ years, assuming that the effective annual rate for all investments is the same.

The investment pays $$500$ at the end of $5$ years $($a total of one payment$).$

The investment pays $$50$ at the beginning of every $6-$month period for the next $5$ years $($a total of $10$ payments$).$

The investment pays $$50$ at the end of every $6-$month period for the next $5$ years $($a total of $10$ payments$).$

The investment pays $$100$ at the end of every year for the next $5$ years $($a total of $5$ payments$).$

The investment pays $$100$ at the beginning of every year for the next $5$ years $($a total of $5$ payments$).$