Mister Exam

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Inequation:
4(x-5)>=3/(x+2)
1/3-x/2^2>sqrt(3)
(x^2+3^x-3)^5>(x^2+9^x-3^x)*5
4x−3x**2−9≤0
Canonical form:
=0
Identical expressions
((ln(x))/(ln(eight)))/((ln(two))/(ln(one + two x)))-((ln(thirty-one))/(ln(two))+2x)/((ln(x))/(ln(2)))<= zero
((ln(x)) divide by (ln(8))) divide by ((ln(2)) divide by (ln(1 plus 2x))) minus ((ln(31)) divide by (ln(2)) plus 2x) divide by ((ln(x)) divide by (ln(2))) less than or equal to 0
((ln(x)) divide by (ln(eight))) divide by ((ln(two)) divide by (ln(one plus two x))) minus ((ln(thirty minus one)) divide by (ln(two)) plus 2x) divide by ((ln(x)) divide by (ln(2))) less than or equal to zero
lnx/ln8/ln2/ln1+2x-ln31/ln2+2x/lnx/ln2<=0
((ln(x))/(ln(8)))/((ln(2))/(ln(1+2x)))-((ln(31))/(ln(2))+2x)/((ln(x))/(ln(2)))<=O
((ln(x)) divide by (ln(8))) divide by ((ln(2)) divide by (ln(1+2x)))-((ln(31)) divide by (ln(2))+2x) divide by ((ln(x)) divide by (ln(2)))<=0
Similar expressions
((ln(x))/(ln(8)))/((ln(2))/(ln(1+2x)))-((ln(31))/(ln(2))-2x)/((ln(x))/(ln(2)))<=0
((ln(x))/(ln(8)))/((ln(2))/(ln(1-2x)))-((ln(31))/(ln(2))+2x)/((ln(x))/(ln(2)))<=0
((ln(x))/(ln(8)))/((ln(2))/(ln(1+2x)))+((ln(31))/(ln(2))+2x)/((ln(x))/(ln(2)))<=0

Solving inequalities/ ((ln(x))/(ln(8)))/((ln(2))/(ln(1+2x)))-((ln(31))/(ln(2))+2x)/((ln(x))/(ln(2)))<=0

((ln(x))/(ln(8)))/((ln(2))/(ln(1+2x)))-((ln(31))/(ln(2))+2x)/((ln(x))/(ln(2)))<=0 inequation

The solution

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   /log(x)\      log(31)           
   |------|      ------- + 2*x     
   \log(8)/       log(2)           
-------------- - ------------- <= 0
/   log(2)   \      /log(x)\       
|------------|      |------|       
\log(1 + 2*x)/      \log(2)/

$$\frac{\frac{1}{\log{\left(8 \right)}} \log{\left(x \right)}}{\log{\left(2 \right)} \frac{1}{\log{\left(2 x + 1 \right)}}} - \frac{2 x + \frac{\log{\left(31 \right)}}{\log{\left(2 \right)}}}{\frac{1}{\log{\left(2 \right)}} \log{\left(x \right)}} \leq 0$$

(log(x)/log(8))/((log(2)/log(2*x + 1))) - (2*x + log(31)/log(2))/(log(x)/log(2)) <= 0

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Identical expressions

Similar expressions

((ln(x))/(ln(8)))/((ln(2))/(ln(1+2x)))-((ln(31))/(ln(2))+2x)/((ln(x))/(ln(2)))<=0 inequation

The solution