but its giving me the same answer...
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Phi Kappa Chi ΦΚΧ <a:yeah:589703000977571860><a:ppHop:536353159615086612>
Thursday, October 6, 2016
Sadly i won't have xenoverse 2 till christmas
then it exists
and the question asks you to show that it is different
the limit of the derivate
the derivative is a limit
wait
if the slope going in and out is the same, its continuous
so take the limit of a limit?
the question says that it is 100% not continuous
can you give the equation?
what is the function
also it does not have to be continuous for it to have the same slope
could have a removable or point discontinuity
if you want to be teachnical
give us the function you dip
no shit
you got me jonsen for some function pron
f(x) = x^3 for all x </= 1, 3x for all x>1
</= is less than or equal to
however you are supposed to denote that
rip code block
I get 3 for both derivatives
3x^2 for first
3 for second
double derivative
where x=1 btw
so it would be 3 for both
6!=1
textbook is wrong
under what circumstance does 6!=1?
maybe its supposed to be x=0?
when 1=0 because....
x = 0 is defined
in this world
a-b = 0
can't divide by zero
the old screw the rules proof rules
I know
yeah I think the textbook is actually wrong
because it would make sense if it was x=0
no it wouldn't
0 =/= 3
maybe I am suposed to use tthe calculattor for this
piecewise functions mean only one piece is evaluated at each part
Kappa
thats extremely easy
I know the asymptote is at -3/4
it is
how the fuck do I prove it
just find the limit...
literally solve for x = infinity
They explicitly do not want that
tada its proved
that want us to prove it using some math proof thing I forget
lhospitals rule?
no that wouldn't apply
never heard of it
so no
this one is wierd
I think I need to use this, but change it so it works for negative infinity:
Let f be a function defined on some interval (-infinity,a), then
shit son, this seems to be the one
I thought this was the positive one, this is the negative one
oh wait
is this math im seeing?
as long as its not calc or above hmu
it is calc
calc 1 for honours math to be exact
calc 1 in high school?
we only ahve 1 calc
level 1, level 2, then ab or bc calc (bc is better)
first of all
I am canadian
we do not use that system
secondly, calc 1 for university