- #1
japplepie
- 93
- 0
is it also possible to transform any these kinds summation to any product notation:
1. infinite - convergent
2. infinite - divergent
3. finite (but preserves the "description" of the sequence)
For example, I could describe the number 6, from the summation of i from i=0 until 3.
Could I transform that description to something similar in product notation?
1. infinite - convergent
2. infinite - divergent
3. finite (but preserves the "description" of the sequence)
For example, I could describe the number 6, from the summation of i from i=0 until 3.
Could I transform that description to something similar in product notation?