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Section: Closed Formulas for Sums

This chapter is dedicated to examples of some general sums and how they can be represented as closed formulas.

Table of Contents

1. Proposition: Sum of Consecutive Natural Numbers
2. Proposition: Sum of Consecutive Odd Numbers
3. Proposition: Sum of Squares
4. Proposition: Sum of Cube Numbers
5. Proposition: Geometric Sum
6. Proposition: Sum of Geometric Progression
7. Proposition: Sum of Arithmetic Progression
8. Proposition: Alternating Sum of Binomial Coefficients
9. Proposition: Sum of Cosines
10. Proposition: Sum of Binomial Coefficients
11. Proposition: Sum of Binomial Coefficients I
12. Proposition: Sum of Binomial Coefficients II
13. Proposition: Sum of Binomial Coefficients III
14. Proposition: Sum of Binomial Coefficients IV
15. Proposition: Sum of Factorials (I)

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