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Anjali Maurya posted an Question
August 04, 2022 • 03:18 am 30 points
  • IIT JAM
  • Mathematics (MA)

Q.12-let a sequence be defined as a e r and an+1 = an +(1- 2a)an + a for n e n, where a is an arbitrarily fixed number. then the sequence converges if (a) a > a

Q.12-Let a sequence be defined as a E R and an+1 = an +(1- 2a)an + a for n E N, where a is an arbitrarily fixed number. Then the sequence converges if (a) a > afor n>1 (b) a a-1 for n> 1 (c) a -1 s an Sa for n>1 (d) None of these

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