Question $1(1$ point$)$

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Select the option that is a correct statement of the Pigeonhole principle: Let $n$ be a positive integer.

If $n+1$ objects are placed into $n$ holes, then at least one hole contains more than two objects.

None of the other options correctly state the PHP$.$

If $n+1$ objects are placed into $n$ holes, then at least one hole contains at least two objects.

If $n+1$ objects are placed into $n$ holes, then every hole contains at least two objects.

If $n$ objects are placed into $n+1$ holes, then at least one hole contains at least two objects.