Question: Consider the statement, For all integers a and b , if the product of a and b is even, then a is even or b

Consider the statement, "For all integersaandb, if the product ofaandbis even, thenais even orbis even."What would be the beginning of a proof by contradiction of this statement?

Group of answer choices

Assume that the product ofaandbis odd, andaandbare both odd.

Assume that the product ofaandbis even, andaandbare both even.

Assume that the product ofaandbis even, andaandbare both odd.

Assume that the product ofaandbis odd, andais even orbis odd.

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