find the quotient q(X) and remainder p(X) x³+4x²-5x+6 by g(X) = X+1 and hence verify p(X)= (g(X) × q(X)) + r(x)
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Step-by-step explanation:
x+1)
x
3
+4x
2
−5x+6
x
2
+3x−8
(−)
x
3
(−)
+
1x
2
+3x
2
−5x+6
(−)
+
3x
2
(−)
+
3x
−8x+6
(+)
8
x
(+)
−
8
14
Therefore, q(x)=x
2
+3x−8 and R(x)=14.
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