How do you long divide #(x^4 )/(x^3+x²+5x+3)#?
1 Answer
Oct 4, 2015
See explanation...
Explanation:
You can long divide polynomials in a similar way to the way you long divide numbers.
or you can just long divide the coefficients like this:
In both cases, we find:
#x^4 / (x^3+x^2+5x+3) = x - 1#
with remainder
One thing to watch out for when dividing polynomials in these ways (especially the second way), is to make sure that you include a term with
For example, when dividing by
Here's another example where I animated the process...