Mister Exam

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How to use it?
Inequation:
2(x-8)>5x-2
1,5^((x^2+x-20)/x)<=1,5^0
2/((1/2)*x*sqrt(51))+((1/2)*x*sqrt(5)-2)/((1/2)*x*sqrt(5)-3)-2>=0
1-sqrt(1-4log4(x)^2)/log4(x)<2
Identical expressions
- three *(five - five *x)- ten >= three *(two *x- four)
minus 3 multiply by (5 minus 5 multiply by x) minus 10 greater than or equal to 3 multiply by (2 multiply by x minus 4)
minus three multiply by (five minus five multiply by x) minus ten greater than or equal to three multiply by (two multiply by x minus four)
-3(5-5x)-10>=3(2x-4)
-35-5x-10>=32x-4
Similar expressions
3*(5-5*x)-10>=3*(2*x-4)
-3*(5+5*x)-10>=3*(2*x-4)
-3*(5-5*x)+10>=3*(2*x-4)
-3*(5-5*x)-10>=3*(2*x+4)

-3(5-5x)-10>=3(2x-4) inequation

You have entered [src]

-3*(5 - 5*x) - 10 >= 3*(2*x - 4)

$$- 3 \left(5 - 5 x\right) - 10 \geq 3 \left(2 x - 4\right)$$

-3*(5 - 5*x) - 10 >= 3*(2*x - 4)

Solving inequality on a graph

Rapid solution 2 [src]

[13/9, oo)

$$x\ in\ \left[\frac{13}{9}, \infty\right)$$

x in Interval(13/9, oo)

Rapid solution [src]

And(13/9 <= x, x < oo)

$$\frac{13}{9} \leq x \wedge x < \infty$$

(13/9 <= x)∧(x < oo)

-3*(5-5*x)-10>=3*(2*x-4) inequation