Inactive Tutor answered 03/10/22
P(2) = 2^4 -2^3 +3(2) -14 = 16-8+6-14 = 0
P(2) =0 so x-2 is a factor
P(1) = 1-1+3 -14 = -11
P(1) =-11, so x-1 is Not a factor
P(a) has to equal zero, for x-a to be a factor of P(x)
Mercy O.
asked 03/10/22Use the Factor Theorem to determine whether x - 2 is a factor of P(x) = x4 - x3 + 3x - 14 .Specifically, evaluate P at the proper value, and then determine whether x - 1 is a factor.
Is x-2 a factor of P(x) or not
P(?) = ?
Inactive Tutor answered 03/10/22
P(2) = 2^4 -2^3 +3(2) -14 = 16-8+6-14 = 0
P(2) =0 so x-2 is a factor
P(1) = 1-1+3 -14 = -11
P(1) =-11, so x-1 is Not a factor
P(a) has to equal zero, for x-a to be a factor of P(x)
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