#(nimsy) how is b) 0?
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(nimsy) how is b) 0?
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whatever, it's too late for this
Thread closed as resolved.
There’s a discontinuity at c
Thread was manually reopened by @placid epoch.
@narrow zenith
Well, you asked
thanks tho
on a side note
im having a little trouble understanding this
specifically,
where i circled
i thought left circle was supposed to be an empty circle
as for the right circle, i have no clue why it's there
Yeah, the wording suggests that there should be a discontinuity at -3
At X=0 they show you the removable discontinuity
There’s a dot at 3/2 as in the question
nono the graph is the answer
(or rather, supposed to be)
yea but im confused because at x = 0, 3/2 is not a discontinuity
It is, the function is not continuous
oh hang on, that makes sense
It goes from -1 roughly to 3/2
yeye i got it
Just at X=0
it moved up
Yes
Hm, well maybe they’re suggesting that the function is defined at y=-1 and is only discontinuous at the left side
But i think that’s not a good way of demonstrating that
If you drew a circle at the left you suggest a undefined portion
but it mentions that f is -1 as x aproaches -3 from the right side
Yes, the circle specifically is a notation specific thing
I think it’s confusing, to me it reads like there would be a discontinuity at both sides
so shouldn't it be a full circle on the right side?
i have a big exam tomorrow im preparing for 😭
So really you could put whatever on the left circle and I would mark it right
it's mostly derivatives, differentials, related rates, and only a little bit of limits like this
But the question should say where the function is defined at that point
Like for X=0
Yeah, high school stuff
It’ll be fine
ye
but imma keep it a buck i have no clue what differentials are yet lol
ill probs study about it a bit before the exam tomororw
I’m sure you’ve heard of rate of change