The cardinality of natural numbers, ALEPH NAUGHT, The number of different elements or members of a set, CARDINALITY, A set which has a one to one correspondence to the set of natural numbers, COUNTABLE SET, The value that the dependent variable of a function approaches as the independent variable gets closer to a selected quantity, LIMIT OF A FUNCTION, A single point at which a function has no value, HOLE, Some quantity that is explicitly nonzero and yet smaller in absolute value than any real quantity, INFINITESIMAL, A functional discontinuity, where the value of the function leaps from one piece of the graph to the other, JUMP, From Greek roots meaning "not meet": it is a line the graph of a function gets closer and closer to but never touches, ASYMPTOTE, A never-ending process that at any point along the way is finite, POTENTIAL INFINITY, A completed totality of infinite elements, ACTUAL INFINITY, An expression involving two functions whose limit requires solving techniques other than the limit laws, INDETERMINATE FORM, An expression involving two functions whose limit is obtained applying the limit laws, DETERMINATE FORM

LIMITS WORDBANK

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