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3x^2+x-2=0 can it be factorized? or must i use qudratic formula?
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Use the formula. It can't hurt.
i think all quadratic polynomials can be factorized
I think his question is whether it can be done by "observation" vs. using the formula.
try \[(x+1) (3 x-2)\]
if coefficient near x^2 is not 1 or others coefficients is not natural numbers it's hard to factorize by observation
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Yes, it can be factorize.
there is a fairly good article here on how to learn to do this: http://mash.dept.shef.ac.uk/Resources/web-factorisingquadratics.pdf
3(x^2+x/3-2/3)=3[(x+1/6)^2-1/36-2/3)]=3[(x+1/6)^2-25/36] =3(x+1/6-5/6)(x+1/6+5/6)=3(x-2/3)(x+1)=(3x-2)(x+1)..voila
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