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Inequation:
sin(x)(tg(2x))+1>0
sqrt(6x-x^2)>=0
4-3x<=13
4*lg^2x-4*1/(lg^2*(x-4))>=1
Identical expressions
sin(x)(tg(2x))+ one > zero
sinus of (x)(tg(2x)) plus 1 greater than 0
sinus of (x)(tg(2x)) plus one greater than zero
sinxtg2x+1>0
Similar expressions
sin(x)(tg(2x))-1>0
sinx(tg(2x))+1>0

Solving inequalities/ sin(x)(tg(2x))+1>0

sin(x)(tg(2x))+1>0 inequation

The solution

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sin(x)*tan(2*x) + 1 > 0

$$\sin{\left(x \right)} \tan{\left(2 x \right)} + 1 > 0$$

sin(x)*tan(2*x) + 1 > 0

Solving inequality on a graph