Mister Exam

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How to use it?
Inequation:
13x+6>18x
log^3x+log(x-2)<3
(2*x-1)/4-(x+3)<-4
log(8)*(4x+4)>=1
Canonical form:
=0
Identical expressions
a*x^ two +(two *a- one)*x+a- two <= zero
a multiply by x squared plus (2 multiply by a minus 1) multiply by x plus a minus 2 less than or equal to 0
a multiply by x to the power of two plus (two multiply by a minus one) multiply by x plus a minus two less than or equal to zero
a*x2+(2*a-1)*x+a-2<=0
a*x2+2*a-1*x+a-2<=0
a*x²+(2*a-1)*x+a-2<=0
a*x to the power of 2+(2*a-1)*x+a-2<=0
ax^2+(2a-1)x+a-2<=0
ax2+(2a-1)x+a-2<=0
ax2+2a-1x+a-2<=0
ax^2+2a-1x+a-2<=0
a*x^2+(2*a-1)*x+a-2<=O
Similar expressions
a*x^2+(2*a-1)*x+a+2<=0
a*x^2+(2*a+1)*x+a-2<=0
a*x^2-(2*a-1)*x+a-2<=0
a*x^2+(2*a-1)*x-a-2<=0

ax^2+(2a-1)*x+a-2<=0 inequation

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   2                           
a*x  + (2*a - 1)*x + a - 2 <= 0

$$\left(a + \left(a x^{2} + x \left(2 a - 1\right)\right)\right) - 2 \leq 0$$

a + a*x^2 + x*(2*a - 1) - 2 <= 0

a*x^2+(2*a-1)*x+a-2<=0 inequation