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Inequation
:
7x-9i>3(3x-7u)
lnx
log(5,3*x+1)+log(5,1/(72*x^2)+1)>=log(5,1/(24*x)+1)
ctg(x/3+pi/6)>-sqrt(3)/3
Identical expressions
7x-9i> three (3x-7u)
7x minus 9i greater than 3(3x minus 7u)
7x minus 9i greater than three (3x minus 7u)
7x-9i>33x-7u
Similar expressions
7x-9i>3(3x+7u)
(9x-7y)>3*(3x-7u)
9*x-7*i>3*(3*x-7*u)
7x+9i>3(3x-7u)
Solving inequalities
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7x-9i>3(3x-7u)
7x-9i>3(3x-7u) inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
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7*x - 9*I > 3*(3*x - 7*u)
$$7 x - 9 i > 3 \left(- 7 u + 3 x\right)$$
7*x - 9*i > 3*(-7*u + 3*x)