# Range of Quadratic

Level pending

$$f(x)$$ is a quadratic that satisfies $$f(x) \geq 0$$ in the domain $$x \leq 7$$ and $$x \geq 34$$. If $$f(3x-5) < 0$$ in the domain $$a < x < b$$, what is the value of $$a+b$$?

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