I went on Khan Academy to find the pdf of this so i can print it and paste it on my wall...couldn't find it on Khan Academy so i just screenshot the video and printed it, didn't come out great but still this is invaluable.
Mi Les edit more lim *n* f(*x*) ?! also, sinx/x technically can be solved with hopital, but it's nonsense since to know the derivative of sine you have to know lim x->0 sin x/x
I'm talking about Khan's flow chart: it's incoomplete. Not your l'hopital rules problem. l'hopital is useful but not always the best method and sorry for editing so much lol PS I like the topic of limits. I didn't realize it can be very intersting
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Thank you so much Sal, perfect video as always. I don't know what i would've done without your help.
I went on Khan Academy to find the pdf of this so i can print it and paste it on my wall...couldn't find it on Khan Academy so i just screenshot the video and printed it, didn't come out great but still this is invaluable.
I love the way he explains the things
that's clear my dought ✌ thank you "SIR" 😊
Hi! Is there a list of trig identities that I must know for AP calculus AB test?
Same question
could you do one on double limits? would be reaaaaly helpful right now :)
Thank you so much!!
thank you may god bless you sal
god bless you. got a 8.5/25 on my latest limits quiz………
lol
Thank u Sal khan
Why did not you use hotpital :(
"It looks a little bit complicated at first"
me: what?!! it's too simple
This is great, but what about L'Hopitals rule
*L’Hopital*
L’Hopital is Calc BC... this is AB
doesn't cover hopital :/
nor 0^0 inf^0 and 1^inf :/
he even forgot squeeze theorem
Mi Les the first can be done easily
the second one probably not, so..
you haven't covered Taylor/McLariun
he didnt do limits at infinity yet
Mi Les edit more
lim *n* f(*x*)
?!
also, sinx/x technically can be solved with hopital, but it's nonsense since to know the derivative of sine you have to know lim x->0 sin x/x
I'm talking about Khan's flow chart: it's incoomplete. Not your l'hopital rules problem.
l'hopital is useful but not always the best method
and sorry for editing so much lol
PS I like the topic of limits. I didn't realize it can be very intersting
good