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Inequation
:
x–4<3x+9
log(8*x^2+7)*1/log(11)-log(x^2+x+1)*1/log(11)>=log(x*1/(x+5)+7)*1/log(11)
-9-6*x≤9*x+9
15−4t<6−6t.
Identical expressions
sqrt(five *x- three)-sqrt(three *x+ one)<=3x+ one
square root of (5 multiply by x minus 3) minus square root of (3 multiply by x plus 1) less than or equal to 3x plus 1
square root of (five multiply by x minus three) minus square root of (three multiply by x plus one) less than or equal to 3x plus one
√(5*x-3)-√(3*x+1)<=3x+1
sqrt(5x-3)-sqrt(3x+1)<=3x+1
sqrt5x-3-sqrt3x+1<=3x+1
Similar expressions
sqrt(5*x+3)-sqrt(3*x+1)<=3x+1
sqrt(5*x-3)-sqrt(3*x-1)<=3x+1
sqrt(5*x-3)-sqrt(3*x+1)<=3x-1
sqrt(5*x-3)+sqrt(3*x+1)<=3x+1
Solving inequalities
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sqrt(5*x-3)-sqrt(3*x+1)<=3x+1
sqrt(5*x-3)-sqrt(3*x+1)<=3x+1 inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
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_________ _________ \/ 5*x - 3 - \/ 3*x + 1 <= 3*x + 1
$$- \sqrt{3 x + 1} + \sqrt{5 x - 3} \leq 3 x + 1$$
-sqrt(3*x + 1) + sqrt(5*x - 3) <= 3*x + 1