use synthetic division and the remainder theorem to find p(a). p(x)=x^2+7x^2+4x. a= -2
\[p(x)=x^2+7x^2+4x\]?
an equation can't be the answer. it has to be a number.
im asking its x^2+7x^2?
woops, i accidently made x squared. it's P(x)=x^3+7x^2+4x; a= -2
When you say a=-2 you mean f(-2)?
i have no idea what that means either. i guess it's f(-2). in the question it says, p(a) so it must be p(x)... i don't know, that's why i'm asking haha.
yeah solve f(-2)
have no clue how to show synthetic division...
well, just the answer would be fine. i just need to get this question correct. i've done fine on the other ones. this is just confusing.
Basically from synthetic division you should get 1 5 -6 12. Which is \[x^2+5x-6\] with the remainder of 12. And f(-2)=12 basically.
\[x^2+5x-6+\frac{12}{x+2}\]
thank you.
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