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Inequation
:
(x+1)*log((2),(12))+log((2),(3^x-(1/12)))<=(2x-1)
((a+2)*x^2)-2ax+a-2<0
|x-1|-2*|x+3|>=2*x-1
x*log(4)*x>1
Identical expressions
sqrt(a+b)+sqrt(six -a)<= four
square root of (a plus b) plus square root of (6 minus a) less than or equal to 4
square root of (a plus b) plus square root of (six minus a) less than or equal to four
√(a+b)+√(6-a)<=4
sqrta+b+sqrt6-a<=4
Similar expressions
sqrt(a+b)-sqrt(6-a)<=4
sqrt(a+b)+sqrt(6+a)<=4
sqrt(a-b)+sqrt(6-a)<=4
Solving inequalities
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sqrt(a+b)+sqrt(6-a)<=4
sqrt(a+b)+sqrt(6-a)<=4 inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
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_______ _______ \/ a + b + \/ 6 - a <= 4
$$\sqrt{6 - a} + \sqrt{a + b} \leq 4$$
sqrt(6 - a) + sqrt(a + b) <= 4