![2 + \dfrac r6 -1\\\\\\\implies \dfrac r6 -1 -2\\\\\\\implies \dfrac r6 -3\\\\\\\implies r 6(-3)\\\\\implies r -18~~~~~; \text{Interval,}~ (-18,\infty)\\\\\\\\-5 - \dfrac y6 \leq 1\\\\\\\implies -\dfrac y6 \leq 1 +5\\\\\\\implies -\dfrac y6 \leq 6\\\\\implies y \geq (-6)6~~~~;[\text{Reverse the inequality when multiplying by a negative number}] \\\\\\\implies y\geq -36~~~~~~;\text{Interval,}~ [-36, \infty)](/tpl/images/2581/1764/f3422.png)
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2+r/6>-1
and also
-5-y/6 ≤1...
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