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\[\frac{ 5x-6 }{ x } =\frac{ 2x }{?2}\]
oops no question mark
Cross multiply and solve for x. For example: \[\frac{ a }{ b } = \frac{ c }{ d } \] is \[ad=cb\] and solving for, say a, you would get: \[a = \frac{ cb }{ d }\]
when you do that you get 10x-12=2x^2
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Yep. Now rearrange, comebine like terms and solve for x.
but their are nun i thought you could not combine x and x squareds
it becomes a quadratic which you then solve for x. let me know if that helps
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