Sum of Sequences
The Meaning and Properties of the Summation Symbol
- The Summation Symbol
The sum of the terms from the first term to the-th term of a sequence can be expressed using the summation symbol as: - Properties of
(where is a constant) (where is a constant)
Sums of Various Sequences
- Sums of Powers of Natural Numbers
- Sums of Sequences in Fraction Form
- Sums of sequences in fraction form can be found by transforming them into partial fractions.
(where, ) - Sums of sequences with square roots in the denominator can be found by rationalizing the denominator.