In zero product property if ab = 0, then either an equals zero, b equals zero, or both a and b equal zero for any real numbers a and b.
The zero-product property in arithmetic implies that the product of two non-zero values is also non-zero.
The zero product property, also known as the zero-product principle, asserts that if ab = 0, then either an equals zero, b equals zero, or both a and b equal zero for any real numbers a and b.
Thus, in zero product property if ab = 0, then either an equals zero, b equals zero, or both a and b equal zero for any real numbers a and b.
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