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Inequation
:
14log2p−40≥log22p
(15^|x|-5^|x|-5*3^|x|+5)*1/(8^(sqrt(x+8)))+4>=0
3*(x-1)^2*(x+1)/(3-x)^1>0
x+18>90
Identical expressions
sqrt(x)* two - four <=sqrt(two *x)* two -x- six
square root of (x) multiply by 2 minus 4 less than or equal to square root of (2 multiply by x) multiply by 2 minus x minus 6
square root of (x) multiply by two minus four less than or equal to square root of (two multiply by x) multiply by two minus x minus six
√(x)*2-4<=√(2*x)*2-x-6
sqrt(x)2-4<=sqrt(2x)2-x-6
sqrtx2-4<=sqrt2x2-x-6
Similar expressions
sqrtx^2-4x+13<=-x+4x-1
sqrt(x)*2-4<=sqrt(2*x)*2-x+6
sqrt(3+x)>sqrt(x^2-4x+3)
|sqrt(x)|=<|sqrt(x^2-4x+1)-5|
sqrt(x)*2-4<=sqrt(2*x)*2+x-6
sqrt(x)*2+4<=sqrt(2*x)*2-x-6
log((x^2+x),sqrt(x^2-4x+4))<=0.5
Solving inequalities
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sqrt(x)*2-4<=sqrt(2*x)*2-x-6
sqrt(x)*2-4<=sqrt(2*x)*2-x-6 inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
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___ _____ \/ x *2 - 4 <= \/ 2*x *2 - x - 6
$$2 \sqrt{x} - 4 \leq \left(- x + 2 \sqrt{2 x}\right) - 6$$
2*sqrt(x) - 4 <= -x + 2*sqrt(2*x) - 6
Rapid solution
This inequality has no solutions