Please give at least 3 more terms of this sequence and the formula or the method used to generate them:
{1, 2/3, 1/3, 2/15, 2/45, 4/315, ...}. Thank you for help.
Your sequence continues in this fashion:
1, 2/3, 1/3, 2/15, 2/45, 4/315, 1/315, 2/2835, 2/14175, 4/155925, 2/467775, 4/6081075.........etc.
The nth term =2^n/2(n), where n=term number and 2_(n) is the "rising factorial".
Note: the above fractions have been reduced to their minimums.
