Asked by Zak
1. Does the limit limx-->0:6[[x]] exist?
2. Does the limit limx-->3[[x]] exist?
[[x]] is less or equal to x.
2. Does the limit limx-->3[[x]] exist?
[[x]] is less or equal to x.
Answers
Answered by
Steve
yeah, responding with no help isn't much, ummm, help.
lim x>n [[x]] for any integer n does not exist, since
lim x->n- = n-1
lim x->n+ = n
Since the limit from both sides is not the same, the general limit does not exist.
lim x>n [[x]] for any integer n does not exist, since
lim x->n- = n-1
lim x->n+ = n
Since the limit from both sides is not the same, the general limit does not exist.
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