determine which of the following polynomials has X + 1 a factor
x cube
+ x square + X + 1
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Hey MATE!!
For (x+1) to be a factor of the polynomial
x^3 + x^2 +x +1 , <x= -1> should satisfy the equation and resultant must be zero.
We put x = -1 in the equation;
=> -1^3 + (-1^2) + (-1) + 1
=> -1 + 1 -1 +1 = 0
Hence proved that (x+1) is the factor of the polynomial.
Hope it helps
HAKUNA MATATA :))
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