What is sum of the following sequence: 1 / [1 / (2 / (3 / (4 / (5 / 6) + 1) +1) + 1) + 1] +…. +[(1/1) + (1/1*3) + 1/ (1*3*5) + 1/ (1*3*5*7)] +…==? Note: the first part is an "infinite fraction"
The first part is an infinite fraction as you can see it clearly here: https://www.wolframalpha.com/input?i=1+%2F+%5B1+%2F+%282+%2F+%283+%2F+%284+%2F+%285+%2F+6%29+%2B+1%29+%2B1%29+%2B+1%29+%2B+1%5D
