Math Bite: Finding e in Pascal's Triangle

Generating binomial coefficients in a row of Pascal's triangle from extensions of powers of eleven

“…The relationship between Pascal's triangle and the Tower of Hanoi has been elucidated by Andreas M. Hinz [13] . Finding diagonal sum [14] , k-Fibonacci sequence, recurrence relations [15] , finding exponential ( e ) [16] were a part of those to describe the work that is generated from Pascal's triangle. Some fascinating properties of Pascal's triangle are available in [17] , [18] .…”