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How to use it?
- Inequation:
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3-4x>=11
- √(3x-7)>=√(6x-8)
- log2^2(x^2)-15log2(2x)+11<=0
- log0,4(2*x-5)>log0,4(x+1)
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Identical expressions
- √(3x- seven)>=√(6x- eight)
- √(3x minus 7) greater than or equal to √(6x minus 8)
- √(3x minus seven) greater than or equal to √(6x minus eight)
- √3x-7>=√6x-8
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Similar expressions
- √(3x-7)>=√(6x+8)
- √(3x+7)>=√(6x-8)
√(3x-7)>=√(6x-8) inequation
The solution
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_________ _________ \/ 3*x - 7 >= \/ 6*x - 8
$$\sqrt{3 x - 7} \geq \sqrt{6 x - 8}$$
sqrt(3*x - 7) >= sqrt(6*x - 8)
Solving inequality on a graph
Rapid solution
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