3[4x-(2x-7)]<2(3x-5)and2/3(x-12)≤+8
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Answer:
Given
XXX3[4x−(2x−7)]<2(3x−5)
First, simplify both the left and right sides:
XXX3[2x+7]<6x−10
XXX6x+21<6x−10
Since we can subtract the same amount from both sides without effecting the validity or orientation of the inequality we have
XXX21<−10
which is clearly not true for any value of x
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