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The zero-product property states that for all real numbers a and b, if a • b = 0, _____.
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Proof: Suppose that a = 0. Then 0 * b = 0 by the multiplicative identity property. Suppose that b = 0. Then a * 0 = 0 by the multiplicative identity property. Suppose both a and b are 0. Then 0 * 0 = 0 by the multiplicative identity. QED. If this helps, please leave me a medal. http:/www.tutorsean.net
then a and/or b = 0
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