Use synthetic division to determine if the the given value for k is a zero of the corresponding polynomial. If not, determine p(k).
\[P (x)= x^4 -1; k=\]
K=1
Can you help me on this which equation represents the line that passes thou the point (1,5) and had a slope of (-2)
These are the choices 1- y= 2x+72- y= -2x+113- y=2x-94-y=2x+3
@Kumar2006 , you should show proper manners by not posting your question in other people's questions.
I think it is the second one
Is it or no?
use the remainder theorem to check for a remainder... if there is no remainder then x-1 is a factor P(1) = 1^4 -1 = 0 then x - 1 is a factor the polynomial is P(x) = (x^2 -1)(x^2 + 1) = (x-1)(x+1)(x^2+ 1)
What is the answer?
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