Question 811997
Use the power, quotient, and product rules of logarithms to rewrite the expression as a single lagarithm. Assume that all variables are real numbers.
1/2log(base2)x^4+1/4log(base2)x^4-1/6log(base2)x
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{{{(1/2)log(2,(x^4))+(1/4)log(2,(x^4))-(1/6)log(2,(x))}}}
{{{log(2,(x^2))+log(2,(x))-log(2,(x^(1/6)))}}}
{{{log(2,(x^3)/x^(1/6))}}}
{{{log(2,(x^(17/6)))}}}
log(base2)x^(17/6)