x3+x2-2×-3 devided by x+3
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Answer:
Let f(x)=x
3
+x
2
−7x−3.
The polynomial f(x) is divided by x−3.
Then x−3=0⟹x=3.
By remainder theorem, the remainder is given by f(3).
Hence, remainder of the given polynomial f(x) is
f(x)=f(3)=(3)
3
+(3)
2
−7(3)−3=27+9−21−3=12.
That is, the remainder obtained is 12.
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