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Inequation:
(|x^2-5*x+4/x^2-4|)<=1
(x-2)*(4-x^2)^1/2>0
(2*x+5)/|2+x|<1
(x+3)^2<1
Identical expressions
one zero log2(sin(x))-1>0
10 logarithm of 2( sinus of (x)) minus 1 greater than 0
one zero logarithm of 2( sinus of (x)) minus 1 greater than 0
10log2sinx-1>0
Similar expressions
10log2(sin(x))+1>0
10log2(sinx)-1>0

Solving inequalities/ 10log2(sin(x))-1>0

10log2(sin(x))-1>0 inequation

The solution

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   log(sin(x))        
10*----------- - 1 > 0
      log(2)

$$10 \frac{\log{\left(\sin{\left(x \right)} \right)}}{\log{\left(2 \right)}} - 1 > 0$$

10*(log(sin(x))/log(2)) - 1 > 0

Solving inequality on a graph

Rapid solution

This inequality has no solutions