Question 1121001
If 3 is the base, what is this?
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log_3^(1/2)(x)
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Use the triple {...} braces.
eg, {{{log(3,x)}}}
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{{{log(sqrt(3),x) - 5log(3,x) < 2}}}
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Convert to base 3:
{{{log(3,x/2) - 5log(3,x) < log(3,9)}}}
{{{log(3,x/2) - log(3,x^5) < log(3,9)}}}
{{{log(3,(x/2)/x^5) < log(3,9)}}}
{{{(1/2)/x^4 < 9}}}
{{{1/x^4 < 18}}}
{{{1 < 18x^4}}}
{{{18x^4 > 1}}}
{{{x^4 > 1/18}}}
{{{x > root(4,(1/18))}}}