What is the negation of the statement: "For every integer n>21n > 21n>21, n2>441n^2 > 441n2>441"?
For every integer n>21n > 21n>21, n2leq441n^2 \\leq 441n2leq441
There exists an integer n>21n > 21n>21 such that n2leq441n^2 \\leq 441n2leq441
For no integer n>21n > 21n>21 is n2>441n^2 > 441n2>441
There exists nleq21n \\leq 21nleq21 such that n2>441n^2 > 441n2>441