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What are three cases where a limit does not exist? (& can you give ex of functions of graphs that represent these cases) ...?

What are three cases where a limit does not exist? (& can you give ex of functions of graphs that represent these cases) ...?
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what are three cases where a limit does not exist? (& can you give ex of functions of graphs that represent these cases) ...?

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User Metacubed
by
8.2k points

1 Answer

5 votes
1.) Jump discontinuities - Any line that jumps at a point
2.) Infinite discontinuities (y = 1/(x))
3.) Oscillating discontinuities (sin(x) as polpak suggested)
answered
User Sean Huber
by
8.6k points
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