The simplification of each or difference of the given expression [tex]\frac{y}{(2y+4)}-\frac{3}{y+2}[/tex] is equal to (y-6) /2(y+2). Restriction on the variables is given by y ≠ -2.
As given in the question,
Given expression [tex]\frac{y}{(2y+4)}-\frac{3}{y+2}[/tex]
Simplify the given expression by taking the least common multiple
[tex]\frac{y}{(2y+4)}-\frac{3}{y+2}\\\\\\= \frac{y}{2(y+2)}-\frac{3}{y+2}\\\\= \frac{y-6}{2(y+2)}[/tex]
Restriction on the variables is given by y ≠ -2.
Therefore, the simplification of each or difference of the given expression [tex]\frac{y}{(2y+4)}-\frac{3}{y+2}[/tex] is equal to (y-6) /2(y+2). Restriction on the variables is given by y ≠ -2.
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