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Which polynomial can be written in the form (ax + b)2, where a and b are integers
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Quadratic polynomials with zero discriminant.
and with rational roots.
or root, whatever you call it.
4x2 + 10x + 25 9x2 + 16x + 36 16x2 + 9x + 16 25x2 + 30x + 9 Which One?
To get the discriminant, use b^2-4ac
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Which ever one equals 0 and has rational roots
which one is a perfect square $$\bf(ax + b)(ax+b)$$
discriminant approach is easier, since you don't have to factor
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