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If 6 x-\frac{15}{x}>-1
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14 Apr 2025, 09:54
14 Apr 2025, 09:54
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If $\(6 x-\frac{15}{x}>-1\)$, which of the following is true?
(A) $\(x>-\frac{5}{3}\)$
(B) $\(-\frac{5}{2}<x<\frac{3}{2}\)$
(C) $\(\frac{-5}{2}<x<0\)$ and $\(x>\frac{3}{2}\)$
(D) $\(x<\frac{-5}{2}\)$ and $\(0<x<2\)$
(E) $\(-3<x<2\)$
(A) $\(x>-\frac{5}{3}\)$
(B) $\(-\frac{5}{2}<x<\frac{3}{2}\)$
(C) $\(\frac{-5}{2}<x<0\)$ and $\(x>\frac{3}{2}\)$
(D) $\(x<\frac{-5}{2}\)$ and $\(0<x<2\)$
(E) $\(-3<x<2\)$
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If 6 x-\frac{15}{x}>-1 [#permalink]
14 Apr 2025, 09:54
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