from now on im going to use * instead of x for multiplication, should be easier to understand without mixing it up with x-axis and all that crap, computer nerds would understand.. these are my notes anyway.
so the proof of this comes frooooommm..
ax^2 + bx + c = 0
what if we dont want the a there?
then its:
x^2 + (b/a)x + c/a = 0
coz that a is always annoying to work with, at least if its not 1
the deal is, we know the roots, lets call em A and B, multiply to get c and add to achieve b
so.. if you wanna get the sum of A and B, it'd be equal to the b value over the a value, aka -b/a, catch it?
i forget why its minus though, but oh wellers, i missed a fraction of the lesson
and to find the product, its c/a
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