Question 611054
Simplify.
{{{(x^(-9)y^(3)(-(xy)/(6))^(3))/(6)}}}
Remove the negative exponent in the numerator.
{{{(y^(3)(-(xy)/(6))^(3))/(6(x^(9)))}}}
Simplify.
{{{(y^(3)(-(xy)/(6))^(3))/(6x^(9))}}}
Multiply by itself 3x.
{{{(y^(3)*((-(xy)/(6))(-(xy)/(6))(-(xy)/(6))))/(6x^(9))}}}
Simplify.
{{{(y^(3)(-(x^(3)y^(3))/(216)))/(6x^(9))}}}
Multiply the factor by the rest of the expression to remove the fraction from the denominator.
{{{(y^(3))/(6x^(9))*(-x^(3)y^(3))/(216)}}}
Cancel the common factor.
{{{(y^(3))/(6x^(6))*(-y^(3))/(216)}}}
Multiply.
{{{-(y^(6))/(1296x^(6))}}}
:)