Write a modeMaker function $[6$ points$]$

Write a function modeMaker$()$ that forms a closure such that the function it returns can be used with your reduce$()$ function above to find the mode of an array. The mode of an array is the value that appears the most frequently $($so in the $arr above, the mode is $5).$ To do this, you will need an array called $seen that keeps the count of times an element has been examined At the end of the reduce function, the $seen array should look like the following for the $arr above:

Array

$($

$[10]=>1$

$[5]=>3$

$[3]=>1$

$[1]=>1$

$[2]=>1$

$[7]=>1$

$)$

Note that the closure you generate should always be returning the current mode for what it has seen so far $($so it will either be the current mode, or the new element passed in$).$ The following is a start for modeMaker:

function modeMaker$()\{$

$seen $=$ array$()$;

return function$($$current, $new$)$ use $($&$seen$)\{$

$//$ your code that uses $seen goes here

$\}$;

$\}$

$mode $=$ modeMaker$()$;

$arr $=$ array$(10,5,3,5,1,2,5,7,4)$;

print$("$Mode: $".$ reduce$($$arr, $mode$)."$

$")$