Given an int variable $n$ that has been initialized to a non$-$negative value and, in addition, int variables $k$ and total that have already been declared, use a do$...$ while loop to compute the sum of the cubes of the first $n$ whole numbers, and store this value in total. Thus if $n$ equals $4,$ your code should put $1^{**}{1}^{**}1+2^{**}{2}^{**}2+3^{**}{3}^{**}3+4^{**}{4}^{**}4$ into total. Use no variables other than $n,k,$ and total.

Additional Notes: $n$ should not be modified Please use C$++$

Instructions

Given an int variable $n$ that has been initialized to a non$-$negative value and, in addition, int variables $k$ and total that have already been declared, use a do$...$while loop to compute the sum of the cubes of the first $n$ whole numbers, and store this value in total. Thus if $n$ equals $4,$ your code should put $1^{**}{1}^{**}1+2^{**}{2}^{**}2+3^{**}{3}^{**}3+4^{**}{4}^{**}4$ into total. Use no variables other than $n,k,$ and total.

Additional Notes: $n$ should not be modified

History:

$(8$ of $8)\frac{05}{21}\frac{?}{24},08$:$09$:$57$

$k=1$;

total $=0$;

while $)(4$

$\{$

total $=$ total $+(k^{**}k)$

$k=k+1$

$\}$