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Inequation
:
sqrt(6x-9)>x
log0,2(x)>=-2
logx2+3log2x2-6log4x2<0
x^2+11x+18>0
Identical expressions
log two ^2*g>14log2*g− forty .
logarithm of 2 squared multiply by g greater than 14 logarithm of 2 multiply by g−40.
logarithm of two squared multiply by g greater than 14 logarithm of 2 multiply by g− forty .
log22*g>14log2*g−40.
log2²*g>14log2*g−40.
log2 to the power of 2*g>14log2*g−40.
log2^2g>14log2g−40.
log22g>14log2g−40.
What you mean?
g*log(2)^2 > 14*log(2*g) - 1*40
log(2)^(2*g) > 14*log(2*g) - 1*40
log(2)^(2*g) > 14*log(2*g) - 1*40
Solving inequalities
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log2^2*g>14log2*g−40.
log2^2*g>14log2*g−40. inequation
+ inequation
Solve the inequality!
A inequation with variable
The solution
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2 log (2)*g > 14*log(2*g) - 40
$$g \log{\left(2 \right)}^{2} > 14 \log{\left(2 g \right)} - 40$$
g*log(2)^2 > 14*log(2*g) - 1*40