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solve the intequality below for x 3/4x + 2 _<3x-1
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3/4 _< x
so sorry 4/3 _< x
is this the problem \[\frac{3}{4}x + 2\le3x-1\]
yes
\[x\ge \frac{4}{3}\]
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3/4 x + 2 - 3x <= -1 - 2 1/4 x <= -3 x >= -3 * - 4/9 x >= 4/3
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