Simplify the rational expression \( \frac{2x^2y^3}{4x^3y} \)
After cancelling out the common factors, we get \( \frac{2x^2y^3}{4x^3y} = \frac{y^2}{2x} \)
Step 1 :The given expression is \( \frac{2x^2y^3}{4x^3y} \)
Step 2 :First, we can cancel out the common factor between the numerator and the denominator. The common factors are 2, \(x^2\), and \(y\)
Step 3 :After cancelling out the common factors, we get \( \frac{2x^2y^3}{4x^3y} = \frac{y^2}{2x} \)