if P of x is divided by 2x+3 . remainder is x+1
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Answer:
Given, polynomial, p(x)=2x 3 +5x 2 −3x−2 divided by (x−1).
The polynomial is divided by (x−1) .
Then put (x−1)=0⟹ x=1
we get,p(1)= 2(1) 3 +5(1) 2 −3(1)−2
⇒p(1)=2+5−3−2
⇒p(1)=2+5−5
⇒p(1)=2.
So, when p(x)= 2x 3 +5x 2 −3x−2 is divided by x−1, the remainder obtained is 2.
Answered by
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p(x) = 2x +3
g(x) = x +1
q(x) = 2
r(x) = 0
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