SOLUTION: solve the inequality. write the answer using both set builder notation and interval notation. graph the solution set on a number line. multiply both sides of the inequality by the

Question 1006749: solve the inequality. write the answer using both set builder notation and interval notation. graph the solution set on a number line. multiply both sides of the inequality by the lcd first to clear fractions.
1/4(2x+3)>1/3(x+3)
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
solve the inequality. write the answer using both set builder notation and interval notation. graph the solution set on a number line. multiply both sides of the inequality by the lcm first to clear fractions.
1/4(2x+3)>1/3(x+3)
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Multiply both sides by 12 to get:
3(2x+3) > 4(x+3)
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6x + 9 > 4x + 12
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2x > 3
x > 3/2
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Interval notation:: (3/2,+oo)
set notation:: {x | x > 3/2}
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Cheers,
Stan H.
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