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You can imagine my joy from seeing that this was posted a couple of hours ago and I need it as a refresher for tomorrow's midyear exam. Thank You Salman!! YOU'RE THE MAN
For some reason, thinking about the holes in the graph reminds me of a portal, or Portal. Where you jump through the hole on one end and you are shot out of the hole on the other end.
Does that mean that all absolute value functions which are fractions with an x on top and bottom will always have the same outcome of not having a limit?
The limit as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3
The limit would stay the same therefore it would still be discontinuous. In limits, it does not matter if the circles are filled in or not, but when you are using it as a point or a function, then it matters.
My gosh. This helps me so much. Take that, Calculus.
You can imagine my joy from seeing that this was posted a couple of hours ago and I need it as a refresher for tomorrow's midyear exam.
Thank You Salman!!
YOU'RE THE MAN
No, he's Salman.
For some reason, thinking about the holes in the graph reminds me of a portal, or Portal. Where you jump through the hole on one end and you are shot out of the hole on the other end.
wormhole
man this guy's voice is always so soothing to me. Always destresses me studying for my finals
I just had the lecture of this topic, and this video helped me a lot!!
Does that mean that all absolute value functions which are fractions with an x on top and bottom will always have the same outcome of not having a limit?
Okay, I see now, thanks Khan Academy!!
This is great, thank you.
Brilliant, thanks salman!
What software is he using for this?
The limit as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3.....as x approaches 3
This is great. Nuff said.
what would happen if one of the circles were filled in?? what would the limit be then?
The limit would stay the same therefore it would still be discontinuous. In limits, it does not matter if the circles are filled in or not, but when you are using it as a point or a function, then it matters.
Amazing, I gave a similar lesson in one of my undergraduate class 15 years ago. Except I used the chalkboard. Great stuff
an interesting profile picture for someone who i would assume is over 40 years old
Thankyou so much seriously, helped me a lot!!!!!
Salman's the man
I less than half an hour you can teach better than my teacher can in 10 days with hour long lectures.....
First XD
This guy kinda sounds like Barack Obama and makes me want to take a nap. There has got to be a more stimulating way to learn calculus.
Subbedhunter watch it on a rollercoaster?
STEM PA MGA TANGA!!!🤣🤣🤣