If 2 = (6x)/(x - xy/z) then which of the following is true?  Options: A) y = -2z B) y = 2z C) 2y = z D) -2y = z E) y = -z
2 = (6x)/(x - xy/z)   =&gt; 2 = (6xz)/(x*(z - y))   =&gt; 2x = (6xz)/(z - y)   =&gt; (z - y) = 3z   =&gt; y = -2z   Hence Ans is y = 2z
<result>B</result>
If 2 = (6x)/(x - xy/z) then which of the following is true?