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Inequation:
sqrt(14-5x)<2+x
x^2-15x+26≥0
3x-|x+8|-|1-x|=<-6
6sin^2(x)>4+cosx
Graphing y =:
2+x
Derivative of:
2+x
Integral of d{x}:
2+x
Identical expressions
sqrt(fourteen -5x)< two +x
square root of (14 minus 5x) less than 2 plus x
square root of (fourteen minus 5x) less than two plus x
√(14-5x)<2+x
sqrt14-5x<2+x
Similar expressions
sqrt(14-5x)<2-x
sqrt(14+5x)<2+x
sqrt(14-5*x)<=2+x

Solving inequalities/ sqrt(14-5x)<2+x

sqrt(14-5x)<2+x inequation

The solution

You have entered [src]

  __________        
\/ 14 - 5*x  < 2 + x

$$\sqrt{14 - 5 x} < x + 2$$

sqrt(14 - 5*x) < x + 2

Solving inequality on a graph

Rapid solution [src]

And(x <= 14/5, 1 < x)

$$x \leq \frac{14}{5} \wedge 1 < x$$

(x <= 14/5)∧(1 < x)

Rapid solution 2 [src]

(1, 14/5]

$$x\ in\ \left(1, \frac{14}{5}\right]$$

x in Interval.Lopen(1, 14/5)