The remainder obtained when the polynomial f ( x ) = x
3 + x - 6 is divided by ( x - 2m)
is eight times the remainder obtained when the same polynomial is divided by ( x - m).
What is the value of 'm'?
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Answer:
By remainder theorem
f(x)=x
4
−3x
3
+ax
2
−27x+81
when divided by (x−3), remainder is
f(3)=3
4
−3
4
+3
4
−3
4
+81=81
∴R=81
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