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This is so easy but I'm missing something! What is the solution to the inequality 4/c+2>1?
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Hint: Multiply both sides by c + 2 to get 4 > c + 2
Not that it matters, since the OP has left, but this gives us c < 2, which isn't quite right, because c = -3 < 2 would not be 'permissible' Perhaps subtract 1 from both sides first with \[\large \frac{2-c}{2+c} > 0\]
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