- Rules for proving limits
- Problems on Proving Limits
- Explain Infinite Sequences
- Properties of Convergent Sequence
- Explain Convergent Sequences
- Stirling formula
- Introduction to integer sequences
- Introduction of sequence theory
- Types of Sequence Theory
- Problems on Sequence Theory
- Introduction of Calculus Series
- What is Series Calculus
- Problems on Calculus series
- Explain Convergent series
- Convergent Series example
- Infinite Series
- Convergence of Infinite Series
- Explain Finite Series
- Sum of Geometric finite series
- Problems on Finite Geometric Series
Explain Sequences
Introduction of sequences,
A sequence is a function from the group of natural numbers to the group of real numbers .
The sequence is represented by the letter a, where the image of 'n' belongs to the integer number 'N' under the sequence 'a' is a(n) = an. Since the domain for every sequence is the set of natural numbers, like 1, 2, 3, … n under the sequence.Here a1, a2, a3 … an form the sequence.