Consider the following linear non-homogeneous recurrence relation where go = 1,91 = 3and gn+1 = 79n – 10g,-1+n+fbr n > 1 The reduced closed form of g, can be represented as g,n = +(P x p" +Q x q" + Sn +wTière p and q are the solutions of the characteristic equation of the recurrence. Given that, pis smaller than q. Here, P,Q, S,T, Are all integers. What is the value of P? What is the value of Q? What is the value of S? What is the value of T?

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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Consider the following linear non-homogeneous recurrence relation where go = 1,91 = 3and gn+1 = 79n – 10g,-1+n+fbr n > 1 The reduced
closed form of g, can be represented as g,n = †(P × p" +Q × q" + Sn +wTière p and q are the solutions of the characteristic equation of the
recurrence. Given that, pis smaller than q. Here, P,Q, S,T, Are all integers.
What is the value of P?
What is the value of Q?
What is the value of S?
What is the value of T?
Transcribed Image Text:Consider the following linear non-homogeneous recurrence relation where go = 1,91 = 3and gn+1 = 79n – 10g,-1+n+fbr n > 1 The reduced closed form of g, can be represented as g,n = †(P × p" +Q × q" + Sn +wTière p and q are the solutions of the characteristic equation of the recurrence. Given that, pis smaller than q. Here, P,Q, S,T, Are all integers. What is the value of P? What is the value of Q? What is the value of S? What is the value of T?
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