In a general sense, the limit of a sequence is the value that it approaches with arbitrary closeness. For example, if x_n = c xn = c for some constant c, c, then \displaystyle \lim_ {n \to

A sequence is a list of ordered numbers like (1, 2, 3) or (0.9, 0.999. 0.99999). The limit of a sequence is the limit of a list of discrete numbers: what the list “tends” towards as the number