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explain in your own words how to factor a polynomial of the the form ax^2 + bx+c when A is not equal to 1. Describe both the grouping approch as well as reversing FOIL. Contrast the two methods by means of an example. Which is the best approach and why>
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ax^2+bx+c= ax^2(bx+c)
ax^2+bx+c= a(x^2+bx+c)
I don't understand it, I don't even know if I am on the correct track
ax^2+bx+c= a(x^2+bx+c)
I don't understand it, I don't even know if I am on the correct track