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What is the form of the particular solution of the linear non-homogeneous recurrence relation an = 11an-1- 39an-2 +45an-3 + F(n) if: (hint: the characteristic equation factorised is (x-3)²(x – 5) (i) F(n) = 2n³5n ii) F(n) = (n²-2)(-5)¹ iv) F(n) = 5n (ii) F(n) = n²3n

What is the form of the particular solution of the linear non-homogeneous recurrence relation an = 11an-1- 39an-2 +45an-3 + F(n) if: (hint: the characteristic equation factorised is (x-3)²(x – 5) (i) F(n) = 2n³5n ii) F(n) = (n²-2)(-5)¹ iv) F(n) = 5n (ii) F(n) = n²3n

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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What is the form of the particular solution of the linear non-homogeneous recurrence relation an 11an-1-39an-2 +45an-3 + F(n) if: (hint: the characteristic equation factorised is (x-3)²(x – 5) (i) F(n) = 2n³5n ii) F(n) = (n²-2)(-5) iv) F(n) = 5n (ii) F(n) = n²3n
Transcribed Image Text:What is the form of the particular solution of the linear non-homogeneous recurrence relation an 11an-1-39an-2 +45an-3 + F(n) if: (hint: the characteristic equation factorised is (x-3)²(x – 5) (i) F(n) = 2n³5n ii) F(n) = (n²-2)(-5) iv) F(n) = 5n (ii) F(n) = n²3n
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