Arithmetic and Geometric Sequences
- Arithmetic Sequence
- General Term: Tn = a + (n – 1)d
- Sum of n terms = (2a+(n-1)d) * n / 2
或
Sum of n terms = (1st term + last term)*n / 2
- Geometric Sequence
- General Term: Tn = aR^(n – 1)
- Sum of n terms = a (1 - R^n) / (1 - R)
- If -1 < R < 1, sum to infinity of geometric series = a / (1-R)