A sequence a, is defined inductively as a1 of an if an < an +1 Vn 2 1. A.글 (1± v13) B. (1– V13) C. (1+ V13) D. V13 E. None of the above V3 and an+1 = 3 + an , Vn 2 1. Find the limit

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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50.
A sequence a, is defined inductively as a1 = v3 and an +1 =
of a, if an < an+1 V n 2 1.
A.를(1± V13)
B.글(1-V13)
C.(1+ V13)
D.글V13
E. None of the above
3 + an , Vn 2 1. Find the limit
Transcribed Image Text:50. A sequence a, is defined inductively as a1 = v3 and an +1 = of a, if an < an+1 V n 2 1. A.를(1± V13) B.글(1-V13) C.(1+ V13) D.글V13 E. None of the above 3 + an , Vn 2 1. Find the limit
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