The sequence < un > is defined by the recurrence Un+1 = 3Un+1\5Un+3 initial condition of u1 = 1: Need to show un in terms of Fibonacci / Lucas numbers

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W3arrMsanch7icki W3arrMsanch7icki

19-11-2016
Computers and Technology

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The sequence < un > is defined by the recurrence Un+1 = 3Un+1\5Un+3 initial condition of u1 = 1: Need to show un in terms of Fibonacci / Lucas numbers

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Аноним Аноним · Answer 1 · 2016-11-30T12:22:38+01:00

Sorry but your notation is ambiguous

Is it U(n+1) = (3U(n) + 1)/(5U(n) + 3)

or U(n+1) = (3U(n) + 1)/(5U(n)) + 3

or U(n+1) = 3U(n) + (1/5U(n)) + 3

or U(n+1) = 3U(n) + (1/5)U(n) + 3?

If so, what do you wish us to do with this sequence?

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