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Class notes APPM 1350 Unit 5.8

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Class notes APPM 1350 Unit 5.8 L'Hopital's Rule.

Institution
Module

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5.8 L'hopitel's hak
xx.
a) If
I is cont @ xac, then
lim
like
(72) (x=2), lin (x+2)=4
(+2)-
Live
хэй
f(x) = fcas
6) Ling =^2 = x+2
x-2
I'm
-
г-2
5x4
x mp 3x3 Į
d)
хло
=
lin St
X800
Z-
×12
Found with squeeze thesem
used this to show
d
sin(x) = cos(k)
lim soh(x)
478

mapore fund
гидрос
we
of xam and glas xx
iimfces and
differentiable of
Tekiyor gossibly al Further suppose
g
for X 'new' it
I'm glbs we
both oor 120
him ks, I'm fox)
then
X50
x + y(x) =
кча
if the latter limit exits
yen)
मे
Note when inson LH
# also true fue one sided limits ne limits@tr
hlia nees ‫رکاری مداری یا‬
c) w ++
*70 0°-l
xo ex
71765)
it LI
Vive
f) Xxx T-s
‫لة‬
liv
x>1
thats a UM
L
>
X-- bel

olo
x
1
mel
I Note the indeterminale
2. Indiam
using
Llt with "Ly
where=


fl

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Uploaded on
August 29, 2025
Number of pages
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Written in
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Type
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Robert benim
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