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Week#5 part I

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Polxo _Yo Zo
L nes
Fıtlar tt
L
Ü_Vy tVzjtVzk
ör
octane
Ğ OR xo Yo Zo
E ut vat vzt
İLE
Yo Yo zo
o
g
Ivet Vzt vzt
t.EE
avector
valued
funct on
103E
XEIR
ZEIR
YOÇE
F
f
t
Fıtı
FCHEIR
a real valued
funct on
f IR
IR
a
vector
vector valued
T IR
v
funct on
V
the setof 3Dvectors
Iltanto
m
f zfet
Ex
l m ts
h have
fg
SII
İett
f mo
sz
as
t
Z t 0J
f m ltl
2
fltanto
ms t Jtffmzet k
ft
f murltı
to to
arctantljt
Ok
Eüaratant
O
Zİ
Çm
tft
42,0107
t
O
ex sts
k
doma n
the
F nd
Ex
Fltı
of
k
İt
İt
ft
IR
1
1,0
does
ex st
f mrltl
not
Ç
Fctl
s
at
cont nuous
V11.6
s nce
I l m t does not
to
1
s
o
DünDg lDh
La
Dna
pg
g
e
DE
170
O
t 1
Df
htt
gt
a
po nt
ex st
t.to
E
DE
f
füzretlarctol
1
2
3
F
s def ned
LIE'T
at
ex sts
Ç mFCHElto
tato
FLN
at
s cont nuous
tato
Ex
İett
Is
t
s nt
at
E
k
sect
j
E
tatttl
gt
s
NO
cont nuous
are
cont nuous
not
at
netleşğ
Fct
Ex
Ltatttı
t
cont nuous
flt
But
s nt
TIt
Def n t on
s
not
cont nuous
Fct
s cont nuous
s
at
a
IZI
taz
IR
s cont nuous on
k
vector funct on
cont nuous
every po nts
tez
Iz
at
s ntly
Cost
at
n
ts
doma n
f
t
Integrals
a
of
Vector
Funct ons
Indef n te Integrals
r
b
Def n te Integrals
Length
of
a
smooth
Curve
Un t
Tangent
vector
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