I'm kinda banging my head for this one. Is this one has middle term?
3x^2+6x-3 ?
Help me plz.
tx
As Wilmer said, you factor out the "3" in each term: . Other than that, it cannot be factored with integer coefficients. The fact is that [b]most[b] polynomials cannot be factored with integer coefficients.
(I keep saying "with integer coefficients" because we could say that . And now we can use the simple rule so that . Of course, to do that, I had to, effectively, solve the equation by 'completing the square' and, since a main application of factoring is to solve equations, we usually mean "with integer coeffcients". But, once again, most polynomial equations can't be factored that way.)
3x^2+6x-3
first you have to convert it into quadratic form of equation
i.e a x^2 + b x + c =0
then find D = b^2 - 4ac
if D>0 then factor of equation is possible
otherwise use
X1 = [ -b + sqrt(D) ] / 2a
X2 = [ -b - sqrt(D) ] / 2a
..... try it also helps you Quadratic Equation
See the LaTeX Help subforum. Remember to use [tex] ... [/tex] tags. See also the LaTeX Wikibook or search the web.
Thanks emakarov
I came across this formula, I heard this one is used when there is no easy way to factor. What is the story with this formula and how does it works?
I'm a programmer and I am liking La Text
Edit: My bad, I fixed the sign before 4ac.