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where is the function not differentiable from a graph? calculus 1 tutorial
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- čas přidán 14. 08. 2024
- Learn how to determine where the function is NOT differentiable from a given graph. This is a must-know topic for your Calculus 1 and AP calculus class.
0:00 first example
3:00 second example
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I think “cusp” is specifically reserved in most definitions for places where the tangent line is approaching a slope of +/- infinity on both sides. So |x| has a corner at x = 0, while x^(2/3) has a cusp at x = 0.
Ahhhh I see! I think most ppl (including me, apparently haha) have been using these terms interchangeably
@@bprpcalculusbasics I don’t think most people care about the differences. Very negligible.
Thanks so much JST CALC!
@@English_shahriar1 Thank you sir
I thought that f'(-4) would be equal to 0
2:11
I think it's actually 2.4999999...
I love discounted funtions!
For the first answer, isn't that a Stationary point?
the real reason is that the one-sided limits are not the same in both cases at x = - 4 and x = 0 in the video.
0:55. Ahh most important survival trick , noted !
@@English_shahriar1 ^report
Wouldn't the word "singularity" describe all or most of the ones in these examples? I'm not sure about the vertical tangent one, which I confess I didn't get in your first example. (I am more than 45 years past Differential Calculus and probably would have gotten it correct back then.)
I would love to know what function is that
@@English_shahriar1 ^bot
CUSP is easy lol even thou i'm a korean lol
Ok so ur telling us that between -4 and -3 =-3.5?
does not seem so?!!
What do you mean?
@@fullfungo it's ok just watch the vid
@@SuperYoonHo I already did. And I still don’t understand your question
@@SuperYoonHo ok, I’m guessing you meant that the graph does not intersect the x-axis at 3.5
How is this relevant to the video, though?
2@@fullfungo 00:00
find x intercept between -4 and -3
what is it? didn't bprp said anything in between is the average?
hmm does not look like -3.5
but more like -3.2
Ah yes, Euler’s number: 2.5