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How to simplify 4(x-6)-3x(2x+2)
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By distribution we get: \[4(x-6)-3x(2x+2) \rightarrow 4x-24-6x^2-6x \rightarrow-6x^2-2x-24\]
The you can divide the expression by 2 to get to the most simple form
Which looks like this: \[-6x^2-2x-24\rightarrow-3x^2-x-12\]
you can also multiply the expression by negative one to make the whole thing positive
but dividing by 2 or multiplying by -1 gives you something that is not equal to the original expression --- or am I missing something?
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