Practice problem
Find a polynomial Q(x)Q(x)Q(x) such that x3−10x2−2x+20=(x2−2)Q(x)x^3 - 10x^2 - 2x+20 = (x^2 -2)Q(x)x3−10x2−2x+20=(x2−2)Q(x).
x−10x-10x−10
x2−10x^2 - 10x2−10
x+10x+10x+10
x+10xx + \frac{10}{x}x+x10
Type a concept, like “slope” or “photosynthesis”.
