Question 1124295

given:

 {{{A=(5x^2y^3)/(4rs)}}}
 {{{L=(3xy)/r}}}
  

What rational expression represents the width {{{W}}}

{{{A=L*W}}}

{{{W=A/L}}}....plug in given values


{{{W=((5x^2y^3)/(4rs))/((3xy)/r)}}}


{{{W=(r(5x^2y^3))/((4rs)(3xy))}}}


{{{W=(cross(r)(5x^cross(2)^1*y^cross(3)^2))/((4cross(r)s)(3cross(x)*cross(y)))}}}


{{{W=(5xy^2)/(4s*3)}}}


{{{W=(5xy^2)/(12s)}}}