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This document presents some sums formulae for products of terms of the Pell, Pell-Lucas, and modified Pell sequences. It derives a formula showing that the sum of products of consecutive Pell numbers equals the next Pell-Lucas number. It also derives formulas relating the sums of products of terms of the modified Pell sequence to Pell and Pell-Lucas numbers. The purpose is to obtain closed formulas for sums involving these sequences. Binet formulas are used to derive relationships among the terms and prove
- Author
- PerepePere
- Language
- EN