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Solve the quadratic inequality, and note end behavior. Give answer in simpified improper fractions. x^2-34<-x
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\[x^2-34\le-x\]
The concave is up
The instructor is looking for x\[\in\]
Just treat it like a normal quadratic, and the less than or equal like an equal. Get it <= 0, then use the quadratic formula to get your roots.
Once you have the roots you'll have something like \[ (x-a)(x-b) \le 0 \] Which will give you bounds on x of a and b.
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