You can put this solution on YOUR website! solve the inequality
[3x/(7x-2)] > [x/(x+1)]
x cannot be 2/7 and cannot be -1
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Draw a number line and plot x = -1 and x= 2/7
Test points in the resulting intervals to see where the solution set lies.
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Let x = -2 to get (3*-2)/(-16) > (-2/(-1) or -1/16 > 2; false
Let x = 0 to get (3*0)/(7*0-2) > 0/(0+1) or 0 >0; false
Let x = 1 to get (3*1)/(7*1-2) > 1/(1+1) or 3/5 > 1/2; true
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Solution:
x > 2/7
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Cheers,
Stan H.
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