Solve( x+1)/ (3x-1) =( x+4)/(2x+6)
The answer is {-5, 2}
Just need to show the work
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OpenStudy (anonymous):
as the math teachers say "cross multiply" and get
\[(x+1)(2x+6)=(3x-1)(x+4)\]
then you still have a raft of work to do to solve that quadratic equation
OpenStudy (sphott51):
It doesn't seems I got the right answer when it's suppose yo be (-5,2)
OpenStudy (anonymous):
it is in fact \(-5\) and \(2\)
OpenStudy (sphott51):
Well how do you get there?
OpenStudy (sphott51):
I did the foil in the cross multiply and combined the like-terms
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OpenStudy (anonymous):
how did i get it?
OpenStudy (sphott51):
And I did the ________ x_______=12 and ______+______=8
_______x______=-12 and ______+_______=11
OpenStudy (anonymous):
\[2 x^2+8 x+6 = 3 x^2+11 x-4\]
OpenStudy (anonymous):
\[x^2+3 x-10 = 0\]
OpenStudy (sphott51):
Yeah, I got the foil
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OpenStudy (anonymous):
factor and done
OpenStudy (sphott51):
How did you get x^2+3x-10=0?
OpenStudy (anonymous):
\[2 x^2+8 x+6 = 3 x^2+11 x-4\] it is a quadratic, you need to set it equal to zero
subtract all terms from the left hand side to get
\[0=x^2+3x-10\]