# Leonora is factoring a trinomial. the factors of the trinomial are shown on the model. which trinomial did she factor [Solved]

x 4x 12 Step-by-step rationalization: We are able to see within the vertical fringe of the mannequin that one issue is (x 2). Within the horizontal fringe of the mannequin, the opposite issue is (x-6). Multiplying the 2 elements, the trinomial is (x 2)(x-6) = x(x)-6(x) 2(x) 2(-6) = x-6x 2x-12 Combining like phrases, weve x-4x-12

x 4x 12 Step-by-step rationalization: We are able to see within the vertical fringe of the mannequin that one issue is (x 2). Within the horizontal fringe of the mannequin, the opposite issue is (x-6). Multiplying the 2 elements, the trinomial is (x 2)(x-6) = x(x)-6(x) 2(x) 2(-6) = x-6x 2x-12 Combining like phrases, weve x-4x-12

x 4x 12 Step-by-step rationalization: We are able to see within the vertical fringe of the mannequin that one issue is (x 2). Within the horizontal fringe of the mannequin, the opposite issue is (x-6). Multiplying the 2 elements, the trinomial is (x 2)(x-6) = x(x)-6(x) 2(x) 2(-6) = x-6x 2x-12 Combining like phrases, weve x-4x-12

Then the reply is letter D

You multiply the x to the x. Then you definitely multiply the x to those, and the x to the destructive ones. You mix the -1x to 1x to get -4x, as a result of -6 2 is -4. Lastly you multiply the destructive ones to those, and mix like phrases to get -12. Because the quadratic type is, you plug in a, b, and c with 1. -4, and -12, so it appears to be like like this:

x 4x 12 Step-by-step rationalization: We are able to see within the vertical fringe of the mannequin that one issue is (x 2). Within the horizontal fringe of the mannequin, the opposite issue is (x-6). Multiplying the 2 elements, the trinomial is (x 2)(x-6) = x(x)-6(x) 2(x) 2(-6) = x-6x 2x-12 Combining like phrases, weve x-4x-12

Get Answer for  [Review] HP 83A | CF283AD | 2 Toner Cartridges | Black | Works with HP LaserJet Pro M201dw, M125nw, M127fn, M225 series [Solved]