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Which is the negation of the following statement:
For all real numbers x, x^2+x > 0.
There exists a number x that is not real, and x^2+x < 0.
For all real numbers x, x^2+x \leq 0.
There exists a real number x such that x^2+x \leq 0.
For all real numbers x, x^2+x < 0.
For all numbers x that are not real, x^2 + x\leq 0.
There exists a real number x such that x^2+x < 0.
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