For what range of values of 'x ' will the inequality 15x - 2/x > 1?  Choose the correct choice.
A) x > 0.4	B) x < 1/3	C) -1/3 < x	D) -1/3 < x and x< 0, x > 2/5	E) x < -1/3 and x > 2/5
In Case 1 where x &gt; 0, I agree. I calculated x &gt; (-1/3) and x &gt; 2/5, and because x &gt; 0, it must be x &gt; 2/5.   In Case 2 where x &lt; 0, I don't understand why you say that the range must be x &gt; -1/3 and x &lt; 0, since the values that satisfy the inequality 15x^2 - x - 2 &lt; 0show that x &lt; -1/3 and x &lt; 2/5.   I have the same doubt. Shouldn't the answer be -1/3 &lt; x and x&lt; 0, x &gt; 2/5?   ____________   The answer IS -1/3 &lt; x and x&lt; 0, x &gt; 2/5.
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For what range of values of 'x ' will the inequality 15x - 2/x > 1?