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I am trying to think of some tricky linear or quadratic equation problems (the "solve for x" problem sets, no imaginary roots please) for a group of minors. Have any ideas?
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X^2-5X+6=0 :D
That is too easy
work backwards, what do you want the roots to be? whatever a and b they are you can make the equation from \[(x-a)(x-b)=0\]
classics also include things with hidden quadratics, like\[ax^{2n}+bx^n+c=0\]which is quadratic in \(x^n\) or\[an^{2x}+bn^x+c=0\]which is quadratic in \(n^x\)
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