Р(х) =2x^3-11x^2- 4х + 5, g(x)=
2 x +1
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Given :p(x) = 2x³-11x²-4x+5
g(x) = 2x +1
To prove : g(x) is not the factor of p(x)
solution:
On dividing we get the
quotient = x²-6x+1
remainder = 4
since , the remainder is not equal to zero
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