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lim f(x) as x approaches x^- equals…
y value as x approaches x from left side
lim f(x) as x approaches x^+ equals…
y value as x approaches x from right side
Lim f(x) as x approaches x from either side equals =
If the y value of x is the same when x approaches from left or right, the limit is equal to that value and exists
If they y values of x as it approaches from either side don’t match, then limit does not exist (DNE)
What is f(x) equal to?
y value of the single dot at x on the graph