Limits Crossword

A line (or curve) that a function approaches without actually reaching the line as the domain either grows unbounded or approaches a limit.
When a function is literally not continuous because of a gap, a step, a hole, or any kind of "break" it is considered discontinuous.
On any continuous function graphed on a closed interval from a domain, we are guaranteed to have a maximum and a minimum value if the range of the function is not constant.
Often a resultant fraction like 0/0 is an Indeterminate form that requires more analysis to determine its true nature, depending on the functions involved.
the limit of the function 2x+4 as x approaches five
the limit of the function 2/x+1 as x approaches -1
the limit of the function x-1/2 as x approaches 1
f(x)=5/x when x is zero
a point on the graph that is undefined or does not fit the rest of the graph. There is a gap at that location when you are looking at the graph.
the size of the jump is the oscillation (assuming that the value at the point lies between these limits from the two sides)
oscillation measures the failure of a limit to exist.
it is either a minimum or a maximum value of a function
these functions are continuous on their respective remains
f(x)=|x| is _________ anywhere
the limit of a ________ is itself
the limit of f(x)•g(x) as x approaches c is LM
the limit of the function sin x as x approaches zero
the limit of the function x+1 as x approaches 4
the limit of x as x approaches 1
if the limit of the function x as x approaches c exists, then it is _______.