Mathematics
Mathematics, 30.07.2019 19:10, sullivanjakob

If a recursive process has a recurrence relation of a_k=(-2)(a_k-1) and an initial condition of a_1=1 , what is a_4 term of the sequence? *underscore is subscript
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Mathematics, 03.07.2019 18:20, ajyoung3142005oztpya
13.10. suppose that a sequence (ao, a1, a2, ) of real numbers satisfies the recurrence relation an -5an-1+6an-20 for all n> 2. (a) what is the order of the linear recurrence relation? (b) express the generating function of the sequence as a rational function. (c) find a generic closed form solution for this recurrence relation. (d) find the terms ao, . ,a5 of this sequence when the initial conditions are given by ao 2 and a5 (e) find the closed form solution when ao 2 and a 5.
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Mathematics, 23.08.2019 20:30, kyrarix
2(11 pts) is the sequence an 73 it a solution of the recurrence relation an4an-1-3an-2 ? 3. (12 pts) find the solution of the recurrence relation an -8a 16a 0. with initial values ao--1 and al
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Mathematics, 09.10.2019 13:50, nireegnu
Question: an arithmetic sequence is a sequence with a common difference. it can be represented by the recursive formula a1 = a (where a is the first term of the sequence); an = an - 1 + d. a) create your own arithmetic sequence. write out the first 3 terms. b) what is the common difference of your sequence? c) write the recursive formula representing your sequence. use the underscore symbol to indicate a subscript. for example, the recursive formula would be written like a1 = a; a_n = a_(n – 1) + d
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Mathematics, 17.10.2019 16:10, brianamitzel1013
Asequence {un) is given by the recurrence relation anti un+1 = un + att for n= 1,2,3, and the initial term ui = 3. (a) showing your working, use the recurrence relation to compute un for n = 2,3,4,5. (b) give a proof by induction to show that un= 2 - (n + 2)2-" for all n 2 1.
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