Mathematics · Difference Equations

After eliminating the arbitrary constants A and B from yn = A ⋅ 2n + B ⋅ 3n, the corresponding difference equation is:

Verified Solution4 OptionsUpdated: October 2026👁️1 View

1yn+2 - 5yn+1 + 6yn = 0✓
2yn+2 - 6yn+1 + 5yn = 0
36yn+2 + 5yn+1 + yn = 0
46yn+2 - yn+1 + yn = 0

Correct answer

yn+2 - 5yn+1 + 6yn = 0

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After eliminating the arbitrary constants A and B from yn = A ⋅ 2n + B ⋅ 3n, the corresponding difference equation is:

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After eliminating the arbitrary constants A and B from yn = A ⋅ 2n + B ⋅ 3n, the corresponding difference equation is:

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