SOLUTION: Solve for the rational inequality and find the interval. ((3x-3) /(4-2x)) is more than or equal to 0

Question 1074782: Solve for the rational inequality and find the interval.
((3x-3) /(4-2x)) is more than or equal to 0
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Solve for the rational inequality and find the interval.
f(x) >= ((3x-3) /(4-2x)) is more than or equal to 0
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f(x) = 0 when 3x-3 = 0 ; or x = 1
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Comment::: f(x) > 0 when (3x-3)and (4-2x) have the same sign
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If 3x-3 < 0 and 4-2x < 0, x < 1 and x > 2 (impossible)
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If 3x-3 > 0 and 4-2x > 0, x > 1 and x < 2 ; (1,2)
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Interval Solution:: [1,2)
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Cheers,
Stan H.
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