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Inequation:
tg(x)>x+((x^3)/3)
sint<-√3/2
log9(x-3)*logx-3(x+4)>=log^29(x+4)
lgx*(x^2-3x+2)<0
Derivative of:
tg(x)
Graphing y =:
tg(x)
Integral of d{x}:
tg(x)
Identical expressions
tg(x)>x+((x^ three)/ three)
tg(x) greater than x plus ((x cubed ) divide by 3)
tg(x) greater than x plus ((x to the power of three) divide by three)
tg(x)>x+((x3)/3)
tgx>x+x3/3
tg(x)>x+((x³)/3)
tg(x)>x+((x to the power of 3)/3)
tgx>x+x^3/3
tg(x)>x+((x^3) divide by 3)
Similar expressions
tg(x)>x-((x^3)/3)
ctg(x/3-П/6)>0

Solving inequalities/ tg(x)>x+((x^3)/3)

tg(x)>x+((x^3)/3) inequation

The solution

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              3
             x 
tan(x) > x + --
             3

\tan{\left(x \right)} > \frac{x^{3}}{3} + x

tan(x) > x^3/3 + x

Solving inequality on a graph