Solve for \[x,\,\,\,\frac{\left| x+3 \right|+x}{x+2}>1\]

1.	Solve for \[x,\,\,\,\frac{\left\| x+3 \right\|+x}{x+2}>1\]
A.	\[x\in (-5,-2)\cup (-1,\infty )\]
B.	\[x\in (5,2)\cup (-1,\infty )\]
C.	\[x\in (5,2)\]
D.	\[x\in (-1,\infty )\]
Answer» B. \[x\in (5,2)\cup (-1,\infty )\]

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Solve for \[x,\,\,\,\frac{\left| x+3 \right|+x}{x+2}>1\]

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