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the real definition of continuity can be found with google, but i seems one needs some analysis to understand it.
i know the definition but i it is hard to understand ?
onlyyou can answer that
this sums it up three conditions: first, f has to be defined at c. Second, the limit on the left hand side of that equation has to exist. Third, the value of this limit must equal f(c).
can u answer how? same is Written on my book but the explanation is poor ?
do you understand limits?
if you do then the three conditions I gave you should be able to understand. if not, then just know if you have to lift your pencil to draw the graph, it is NOT continuous
bro i know if i lift my pencil to draw the graph then, it is NOT continuous
ok man, I dont know what to tell you. Your asking me if you can understand something that you already know. i guess theanswer is no
dude plz understand . can you plz use Qus to define it .but proper qus.
use this Qus?
show that the function f(x) given by |dw:1347528958353:dw|
in 1st Eq\[x \neq 0\] in 2nd Eq x=0
you want me to defne something with a question? this is not possible...
ok so i the first equation at -.0000000000001 and .0000000000001 = the secd eqution at 0