What is the sum of the series #1+ln2+(((ln2)^2)/(2!))+...+(((ln2)^n)/(n!))+...#?
1 Answer
May 10, 2018
2
Explanation:
By definition of the exponential function:
Look at the pattern:
#Omega = ln 2#
And so you are evaluating:
#color(red)(e^(ln(2)) = 2)#
