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Can someone help me solve this inequality?
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I give up.
It is unsolvable. :)
actually it is always true no matter what \(x\) is
the left side and right side are the same \[7x-7\leq 7(x-1)\] is the same as \[7x-7\leq 7x-7\] since it says "less than or EQUAL " and it is always equal, then this is always true
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??? ok im so confused right now is a no solution?
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