SOLUTION: This question is not from text book. The degree of (x^3+1)^4*(x^2+1)^3 as a polynomial in x is what? I think the answer is 18th degree, but I'm not sure I'm right. Thank you in adv

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: This question is not from text book. The degree of (x^3+1)^4*(x^2+1)^3 as a polynomial in x is what? I think the answer is 18th degree, but I'm not sure I'm right. Thank you in adv      Log On


   



Question 124868: This question is not from text book. The degree of (x^3+1)^4*(x^2+1)^3 as a polynomial in x is what? I think the answer is 18th degree, but I'm not sure I'm right. Thank you in advance :)
Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
18 sounds good.
Cheerd,
Stan H.