Given the polynomial function p(x)=2x5 − 4x4 − x3 + 2x2 + 3x − 6, p(2) = __A__ which means that __B__ _[IS/IS NOT]_ a factor of p(x).

Enter your answers as the number, expression, and word/phrase that correctly fill in the blanks that appear in the previous statement. Separate your answers with commas, like this: 42, 2x - 53, IS NOT

Question

Given the polynomial function p(x)=2x5 − 4x4 − x3 + 2x2 + 3x − 6, p(2) = __A__ which means that __B__ _[IS/IS NOT]_ a factor of p(x).


Enter your answers as the number, expression, and word/phrase that correctly fill in the blanks that appear in the previous statement. Separate your answers with commas, like this: 42, 2x - 53, IS NOT

ganeshie8 · Answer

By remainder theorem :
If $\large p(k) = 0$ then, $\large x-k$ is a factor of $\large p(x)$

imtiaz7 · Answer

yes the reminder is zero it means 2 is a factor of p(x)=2x5 − 4x4 − x3 + 2x2 + 3x − 6

anonymous · Answer

huh

ganeshie8 · Answer

refresh the page if u see weird stuff

ganeshie8 · Answer

if u get p(2) = 0,  you can conclude 2 is a zero and `(x-2) is a factor of p(x)`

anonymous · Answer

thanks:)

imtiaz7 · Answer

welcome fani :)