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when does the sign switch for an equality problem? when does >= switch to <=?
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When you `multiply` or `divide` a value across the inequality.
Example:\[\Large\rm -3x\le 6\]Dividing by -3 means we have to also flip the sign,\[\Large\rm x\ge \frac{6}{-3}\] \[\Large\rm x\ge-2\]
so for this one would it stay the same -2(x+3) >= 8?
In order to solve for x, a good first step would be to divide both sides by -2.
In that case, we're dividing a negative across an inequality, yes?
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So noooo :O it wouldn't stay the same. It would flip, yah? :)
yaaassss thank you!
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