You can put this solution on YOUR website!
Since the zero product property says that in a linear equation ax + b = 0 in the real numbers, where a is non-zero, we factorize by a to give a(x + b/a) = 0. By the zero-product property, since a is not zero, we conclude that x + b/a = 0, which implies that x = −b/a. In other words, we solve the equation by assuming that a part of the equation is not there.For example, the zero product property dictates that and has the solution of .