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Solving Rational Equations x+4/5x+6 = 6/x+3 Solutions are x={1,-24} I think is what the lesson said, but I can't get to that point. I don't understand.
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Have you tried cross multiplying ?
\[\large \dfrac{x+4}{5x+6} = \dfrac{6}{x+3}\] implies \[\large (x+4)(x+3) = (6)(5x+6)\]
distribute and see what you can do
\[x^2+7x+12=30x+36\] Now what?
Perfect! collect like terms and make it look like a nice quadratic
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subtract 30x both sides then subtract 36 both sides so that the right hand side becomes 0
\[x^2-23x-24\] Ok I see now thanks!
Np :) rest should be easy if you're familiar with solving quadratics
Thank you so much I got it now!!!
glad to hear, yw !
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