Mister Exam
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- Square Inequality Step-by-Step
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How to use it?
- Inequation:
- (15^x)-(9*5^x)-(3^x)+9<0
- 5|x-4|<=135
- (x^2+1)/(x^2-1)<=o
- (x-5)*(x+5)<3*(x+2)-2*x*(x+3)
- Derivative of:
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sqrt(3x-2)
- 2x-1
- Graphing y =:
- 2x-1
- 2x-1
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Identical expressions
- sqrt(3x- two)>2x- one
- square root of (3x minus 2) greater than 2x minus 1
- square root of (3x minus two) greater than 2x minus one
- √(3x-2)>2x-1
- sqrt3x-2>2x-1
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Similar expressions
- sqrt(3x-2)>2x+1
- (tg^2*x-1/3)>=0
- ((5*log((x)^2)x)-100)/((log((2)^2)x)-25)>=0
- sqrt(3x+2)>2x-1
- (x-2)^2<=sqrt(3)*(x-2)
- 2log2^x-1|x|/log2^x-1(x+7)<=log3(x+12)/log3(x+7)
- sqrt((3x-2)/(2x+6))>0
- sqrt(3*x-2)>=x-1
sqrt(3x-2)>2x-1 inequation
The solution
You have entered
[src]
_________ \/ 3*x - 2 > 2*x - 1
$$\sqrt{3 x - 2} > 2 x - 1$$
sqrt(3*x - 2) > 2*x - 1
Solving inequality on a graph