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8 4 Multiplying Special Cases Form

8 4 Multiplying Special Cases Form

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this is 8.4 multiplying special cases so we're talking about two different types of special cases what we call perfect square uh binomials and also what's called a difference of squares so um works the same way as the multiplying of B two binomials x + 2^2 is the same as to me recalibrate here so this is the same as taking x + 2 * x + 2 that's what x + 2^ 2 means so you could either use foil and the distributive property or we could use our boxes here x + 2 and X+ 2 so it's X2 2x 2X and 4 so notice that along the diagonal those two terms can be combined so we have x^2 + 4x + 4 now what's nice about the special cases is um yes it does mean x - 5 * x - 5 you can treat it just like the binomials we've been multiplying but um it's also good to notice that when you have a perfect square all that you have to do on that is square the first term so take X and square it Square the last term the last term is the5 so if I square5 5^2 = 25 so

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