Mister Exam

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Inequation:
2x-1:5-x>_0
6+12x≤0
(1/4)*(2^(x^2+x))^(1/6)>=1
2x^2-5x^2+2>=0
Identical expressions
(x+ one)*log((two),(twelve))+log((two),(three ^x-(one / twelve)))<=(2x- one)
(x plus 1) multiply by logarithm of ((2),(12)) plus logarithm of ((2),(3 to the power of x minus (1 divide by 12))) less than or equal to (2x minus 1)
(x plus one) multiply by logarithm of ((two),(twelve)) plus logarithm of ((two),(three to the power of x minus (one divide by twelve))) less than or equal to (2x minus one)
(x+1)*log((2),(12))+log((2),(3x-(1/12)))<=(2x-1)
x+1*log2,12+log2,3x-1/12<=2x-1
(x+1)log((2),(12))+log((2),(3^x-(1/12)))<=(2x-1)
(x+1)log((2),(12))+log((2),(3x-(1/12)))<=(2x-1)
x+1log2,12+log2,3x-1/12<=2x-1
x+1log2,12+log2,3^x-1/12<=2x-1
(x+1)*log((2),(12))+log((2),(3^x-(1 divide by 12)))<=(2x-1)
Similar expressions
(x+1)*log((2),(12))+log((2),(3^x-(1/12)))<=(2x+1)
(x+1)*log((2),(12))+log((2),(3^x+(1/12)))<=(2x-1)
(x+1)*log((2),(12))-log((2),(3^x-(1/12)))<=(2x-1)
(x-1)*log((2),(12))+log((2),(3^x-(1/12)))<=(2x-1)

(x+1)*log((2),(12))+log((2),(3^x-(1/12)))<=(2x-1) inequation

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                        /    x   1 \           
(x + 1)*log(2, 12) + log|2, 3  - --| <= 2*x - 1
                        \        12/

$$\left(x + 1\right) \log{\left(2 \right)} + \log{\left(2 \right)} \leq 2 x - 1$$

(x + 1)*log(2, 12) + log(2, 3^x - 1/12) <= 2*x - 1