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Inequation
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1/(sqrt(5*x-1))*tan(x/sqrt(x)*4)>1/(sqrt(5*x+4))*tan(x/sqrt(x+1)*4)
lgx<=lg33+lg2,3
(log(25)*(2+x)+log(35)*1/(2-x))*1/(log(35)*x*x*x-3*log(49)*x)<=log(49)*25
cos(2x)+3cos(x)<=1
Identical expressions
2log5^x-logx^ one hundred and twenty-five < one
2 logarithm of 5 to the power of x minus logarithm of x to the power of 125 less than 1
2 logarithm of 5 to the power of x minus logarithm of x to the power of one hundred and twenty minus five less than one
2log5x-logx125<1
Similar expressions
2log5^x+logx^125<1
Solving inequalities
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2log5^x-logx^125<1
2log5^x-logx^125<1 inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
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x 125 2*log (5) - log (x) < 1
$$2 \log{\left(5 \right)}^{x} - \log{\left(x \right)}^{125} < 1$$
2*log(5)^x - log(x)^125 < 1