definition check please!! ^-^ http://prnt.sc/cf12a2
@satellite73 please halp me!! ^_^ <3
looks good to me
extrema = local max or min you can give a precise definition of both if you like but hat seems good enuf
Thanks papa, i'm jus going to ask you the next question here..... What's Differentiation?!?!
Differentiation in calculus?!?!
the method for finding the derivative?
aka finding \[\lim_{h\to 0}\frac{f(x+h)-f(x)}{h}\]
well there's are derivative of functions and then there're derivatives of a specific point on the graph
does it apply to both?!?!?
yes i believe so
i mean one is a function, the other is a number
ok next question...wait le me copy the link real quick!!
why all these english quesions?
ohk....
cuz they got tired of seeign numbers i guess
on line class?
yes...online schooll.....jesus i haff to refresh this hel everytime i reply to your comment fml
k the next question asks me to define "the first principle of derivative" http://prnt.sc/cf0ruj
that looks good to me, although honestly i have never heard of the "first principle"
...me neither...JUHAHAHAHAAx'D
k i haff a very long and difficult question for you, do you accept the challenge tho?!?!?
no
ok
yaaayy!! ^-^ thank you so much OMG *blood tears*
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