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How do you simplify #(3sqrt R )/ (3 sqrtx)#?

1 Answer

Sep 4, 2015

#(3sqrt(R))/(3sqrt(x)) = sqrt(R/x)#

Explanation:

#(color(red)(3sqrt(R)))/(color(blue)(3sqrt(x)))#

#= color(red)(3 * sqrt(R)) * color(blue)(1/3 * 1/sqrt(x))#

#= cancel(color(red)(3))*1/cancel(color(blue)(3))*color(red)(sqrt(R))/color(blue)(sqrt(x))#

#= sqrt(color(red)(R)/color(blue)(x)#

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