Factor completely: n^2-9n+8 Please help.
what are some factors of 8, that add to -9?
(the factors can be positive or negative)
-8 and -1 ?
good
(n-8)(n-1) n=8 or n=1 am I right ? @UnkleRhaukus
your first line is all this question is asking for if it was n^2-9n+8=0 then your would be right that x=8 or 1 but there was no equal sign in the original expression
I know, but the whole point of this question is I think to find what n could be..
if you want to check it just expand the brackets, you should get the expression in the question (n-8)(n-1)=(n×n)+(n×-1)+(-8×n)+(-8×-1)
oh i thought you just had to Factor completely
oh... I see. thank you;D
but if this was just a sub question to a larger problem , then your probably right
ohh.... could you help my with this one too: 7x^2-45-28 what should I do with the 7? @UnkleRhaukus
this one isn't so simple i would set it equal to zero , and apply the quadratic formula \[ax^2+bx+c=0\] \[x_{1,2}=\frac{-b\pm\sqrt{b^2-4ac}}{2a}\] \[ax^2+bx+c=(x-x_1)(x-x_2)\]
but they want me to factor it Completely...
(x−x_1)(x−x_2) is the factored form
7x^2-45-28=0 what is a,b,c?
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