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Q.

If ∑r=0n ar(x−α+2)r−br(α−x−1)r=0, then

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a

bn=1+an

b

bn=(−1)n×an

c

bn=(−1)n−1×an

d

bn+1=an

answer is B.

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Detailed Solution

Let α−x−1=t.Then ∑r=0n ar(1−t)r=∑r=0n brtr⇒ bn= coefficient of tn in ∑r=0n ar(1−t)r           = coefficient of tn in an(1−t)n=(−1)n×an
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If ∑r=0n ar(x−α+2)r−br(α−x−1)r=0, then