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Step 1 of 2: Reduce the rational expression to its lowest terms. 3y + 6/3yStep 2 of 2: Find the restricted values of Y, if any, for the given rational expression.

Step 1 of 2: Reduce the rational expression to its lowest terms. 3y + 6/3yStep 2 of-example-1
User Kirimi
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Step 1.

We can factorized our expression as follows


(3(y+2))/(3y)\Rightarrow(y+2)/(y)

where the number 3 was eliminated in the numerator and denominator. Then, the solution for step 1 is


(y+2)/(y)

Step 2

The restricted values ocurr when the denominator is equal to zero.

Then, the solution for step 2 is y=0

User Mpe
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