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Use the zero-product property to solve the equation: (x + 4)(x - 2) = 0
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I don't understand how to use the zero-product property.
let (x+4) = 0 and (x-2) = 0 now solve each equation individually
The Zero-Product property is in interesting little fellow. What do we know about A and B if we know that A*B = 5? We know almost nothing. What do we know about A and B if we know that A*B = 0? We know that either A = 0 or B = 0. That's WAY more than anything that isn't zero.
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