anonymous
  • anonymous
if in a graph the lim f(x) when x is approaching to 1- is equal to 1 because 1 is included on the graph when the lim f(x) when x approach to 1+, but is this graph 1 is not included what will be the limit
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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schrodinger
  • schrodinger
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anonymous
  • anonymous
so, you're saying the limit as x approaches 1+ does not exist? If the left and right limits at a point are not equal, then the limit does not exist.
anonymous
  • anonymous
well that is what i want to know
anonymous
  • anonymous
In better notation, if \[\lim_{x \rightarrow 1+}\neq \lim_{x \rightarrow 1-}\] then the limit does not exist

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anonymous
  • anonymous
ohhhhh
anonymous
  • anonymous
the ask me to find the limit f(x) x->1- lim f(x) x->1+ lim f(x) x->1 so where does the limit exist if from left to right 1 is include but from right to left is not
anonymous
  • anonymous
the limit from the left exists, but the limit from the right and at 1 dne
anonymous
  • anonymous
is there a graph to accompany this? The right limit could still exist. the limit at 1 does not exist
anonymous
  • anonymous
perfect in order for the lim of the 1 +- exist must exist from both site
anonymous
  • anonymous
?

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