Mister Exam

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Inequation:
y^2-4*x+8>0
14-4*x<2-6*x
y>/x+1
(1/2)*x-4*(x-3)>3*x
Identical expressions
sqrt(x)+ six >sqrt(x)+ seven +sqrt(two *x)- five
square root of (x) plus 6 greater than square root of (x) plus 7 plus square root of (2 multiply by x) minus 5
square root of (x) plus six greater than square root of (x) plus seven plus square root of (two multiply by x) minus five
√(x)+6>√(x)+7+√(2*x)-5
sqrt(x)+6>sqrt(x)+7+sqrt(2x)-5
sqrtx+6>sqrtx+7+sqrt2x-5
Similar expressions
sqrt(x)+6>sqrt(x)+7-sqrt(2*x)-5
sqrtx+61<x+5
((sqrtx)+x)(x-5(sqrtx)+6)<=0
sqrt(x)+6>sqrt(x)+7+sqrt(2*x)+5
sqrt(x+61)>x+5
sqrt(x+3)+sqrt(x-5)<sqrt(x+6)
sqrt(x)+6>sqrt(x)-7+sqrt(2*x)-5
sqrt(x)-6>sqrt(x)+7+sqrt(2*x)-5

sqrt(x)+6>sqrt(x)+7+sqrt(2*x)-5 inequation

You have entered [src]

  ___         ___         _____    
\/ x  + 6 > \/ x  + 7 + \/ 2*x  - 5

$$\sqrt{x} + 6 > \left(\sqrt{2 x} + \left(\sqrt{x} + 7\right)\right) - 5$$

sqrt(x) + 6 > sqrt(2*x) + sqrt(x) + 7 - 5

Solving inequality on a graph

Rapid solution 2 [src]

[0, 8)

$$x\ in\ \left[0, 8\right)$$

x in Interval.Ropen(0, 8)

Rapid solution [src]

And(0 <= x, x < 8)

$$0 \leq x \wedge x < 8$$

(0 <= x)∧(x < 8)