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Inequation
:
y^2-4*x+8>0
(|x+3|)+4*x>=6
(sqrt(3)-(sqrt(13)))x>5/(sqrt(3)+sqrt(13))
logx+1,(x-2)<=1
Identical expressions
log(two /x) two hundred and fifty-six >=log(two)2x
logarithm of (2 divide by x)256 greater than or equal to logarithm of (2)2x
logarithm of (two divide by x) two hundred and fifty minus six greater than or equal to logarithm of (two)2x
log2/x256>=log22x
log(2 divide by x)256>=log(2)2x
Similar expressions
log2/x(256)≥log2(2x)
Solving inequalities
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log(2/x)256>=log(2)2x
log(2/x)256>=log(2)2x inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
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/2\ log|-|*256 >= log(2)*2*x \x/
$$256 \log{\left(\frac{2}{x} \right)} \geq x 2 \log{\left(2 \right)}$$
256*log(2/x) >= x*(2*log(2))
Solving inequality on a graph