Question 1041734
{{{(48x^4)/(6x^11)}}}

Factorize.  Rules of Exponents.


{{{(4*12*x^4)/(2*3*x^11)}}}


{{{8x^4/x^11}}}


{{{8x^(4-11)}}}


{{{8x^(-7)}}}


{{{8/x^7}}}


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You could simplify the expression given without "rules of exponents", and just use what you already learned about reducing fractions.    Using rules of exponents just felt neater.


{{{(4*12*x^4)/(2*3*x^11)}}}


{{{(2*2*2*2*3*x^4)/(2*3*x^11)}}}


{{{(2*2*2*2*3*x^4)/(2*3*x^4*x^7)}}}


{{{(cross(2*3)*2*2*2*x^4)/(cross(2*3)*x^4*x^7)}}}


{{{(2*2*2x^4)/(x^4*x^7)}}}


{{{(2*2*2cross(x^4))/(cross(x^4)*x^7)}}}


{{{8/x^7}}}