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solve the silmutaneous question 3x+y=2 and 3x^2 +y^2+xy=6
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ick solve the first one for y and then substitute in the second one
\[y=2-3x\] \[3x^2 +y^2+xy=6 \] \[3x^2+(2-3x)^2+x(2-3x)=6\]
bunch of algebra gives the left hand side as \[9x^2-10x+4\] so you have \[9x^2-10x+4=6\] or \[9x^2-10x-2=0\] quadratic equation is all that is left to do
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