Can someone please help me understand how to work this problem out? Will fan and give medal.
Solve for x: -2(x+3) = -2(x+1) - 4
Is this the next step? -2x - 6 = -2 - 2 - 4
\[-2x - 6 = -2x - 2 - 4\]
Oops, I meant to but the x after -2 /:
combine like terms on the left, you get \[-2x-6=-2x-6\] so it is an identity true for all x
good job on the distributive propery!
First, you distribute. So it becomes -2x - 6 = -2x - 2 - 4. Next, reduce as much as possible. So it becomes -2x - 6 = -2x - 6. Then simplify. So it becomes 0 = 0.
Oh ok I get it, thanks guys!!
One more thing, sorry! Would the answer be "all real numbers" then? @satellite73 @nick111987
yes
Well, let's say the answer is 0. If you plug 0 in where the x is, you get 0 = 0 - 4. 0 does not equal -4. So I don't know.
it is all real numbers since \[-2x-6=-2x-6\] no matter what \(x\) is
It would be all real numbers. I accidentally plugged 0 in to the wrong line. I apologize for any confusion I caused.
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