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o form a square arrangement where the number of rows is equal to the number of columns, we need to find the largest perfect square less than or equal to the given total number of children.
The largest perfect square less than or equal to 500 is 232=529232=529.
So, we can arrange the children in a 23×2323×23 square, which accommodates 23×23=52923×23=529 children.
The number of children left out is 500−529=−29500−529=−29, but since we cannot have a negative number of children left out, there are 0 children left out in this arrangement. All 500 children can be accommodated in a square arrangement without leaving any child out.
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