00:01
Neither in this problem were asked to find this limit.
00:04
Now limit for a vector.
00:06
We can just take the limit of each component separately.
00:10
So, really, we just need, uh for the limit of let's say, the i component.
00:15
We just need the limit of signed t over to as t approaches pie, since we know sign is a continuous function.
00:23
And so, in order to evaluate this limit, we can just plug in a pie for tea.
00:29
So will this go ahead and plug in pie for tea and evaluate that in a second? likewise, coastline is continuous function.
00:37
And so we can just evaluated at high finally, for, uh, k component tangent is not continuous.
00:53
There are values of t for which limit does not exist...