Ask a New Question

Asked by nina

The polynomial P(x)=x^3−6x^2+6x−23 can be rewritten as P(x)=(x^2+6)(x−6)+13.

Which expression is a factor of P(x)?


a. x^2+6

b. x−6

c. 13

d. none of these

please help
5 years ago

Answers

Answered by Reiny
If x^2+6 would be a factor, there would be no remainder
if x-6 were a factor, there would be no remainder
clearly 13 cannot be a factor, that is just plain silly

so ....
5 years ago

Related Questions

polynomial with h+vt-4.9^2 50 meters high 30 meters per sec. what is height after 2 sec. Polynomial and Polynomial Functions Online Practice 1) A 2) B 3) A 4) D 5) D 6) ——- did not... The polynomial x^3-x^2+4x and x^3 +6x-10 leaves the same remainder when divided byx-a .find the val... Given the polynomial 2x3 − 5x2 + 6x − 15, rewrite the polynomial as a product of binomials In a certain polynomial, all the coefficients are integers, and the constant coefficient is $100000$... Consider the polynomial −4(34p−2n)+6n−(8n+p) . Which expression is equivalent to the given pol... Given the polynomial g(x) in its factored form as shown here: g(x)=(x−7)(3x−5) , apply the Fa... Given the polynomial g(x) in its factored form as shown here: g(x)=(x−7)(3x−5) , apply the Fa...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use