### Quadratic expression factoring - Trades Für

So to factor by grouping, you split this middle term. This is because only when a product is equal to zero do we know that one of the factors must be zero; we don't care what the other factor is. Therefore, in order for a product to be zero, one of the factors must be zero. Computer programming Computer science Hour of Code Computer animation. The answer is provided by a simple but very useful property, called the zero-product property: So this is negative 12 times negative Let's see, if this is negative 1 and 24, it'd be positive 23, if it was the other way around, it'd be negative It's required by the logic of factoring and factoring the quadratic is the "undo" of the original binomial multiplication. So here we have a different situation. And normally when we're factoring, especially when we're beginning to factor, we're dealing with integer numbers. Factor first two and last two: And b would be equal to 5. Now that we've factored it, we just have to think a little bit about what happens when you take the product of two numbers? K—2nd 3rd 4th 5th 6th 7th 8th. A note about the zero-product property. So once again, I like to factor out the negative 1. And eventually your brain will just zone in on it.### Quadratic expression factoring Video

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