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Inequation
:
7-absolute(x)>0
(x+1)*(x-3)^2/(x+4)<=0
-6(x+1)-(2+x)_>0
-4t<13
Identical expressions
eleven -4t< one -6t
11 minus 4t less than 1 minus 6t
eleven minus 4t less than one minus 6t
Similar expressions
11-4*t<5-6*t
11-4*t>6-6*t
11-4t<1+6t
9-4*t>1-6*t
15-4*t>1-6*t
11-4*t<1-6*t
11+4t<1-6t
Solving inequalities
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11-4t<1-6t
11-4t<1-6t inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
You have entered
[src]
11 - 4*t < 1 - 6*t
$$11 - 4 t < 1 - 6 t$$
11 - 4*t < 1 - 6*t
Solving inequality on a graph
Rapid solution
[src]
And(-oo < t, t < -5)
$$-\infty < t \wedge t < -5$$
(-oo < t)∧(t < -5)
Rapid solution 2
[src]
(-oo, -5)
$$t\ in\ \left(-\infty, -5\right)$$
t in Interval.open(-oo, -5)