AddVectors
graphicallyandalgebra
rly
vectornotation of line
late a
b
e
a
computation
9a 9b 16c
59 M B
t
E x y
z
18a 118 8b 28,32c 26
vectornotation
V 7 9 o uz 0,7 9
lls 4 17s 9se te Et 1
cheek ifpoint is
E fl tha
line
on
t t b
Findpoints of intersection on the X 3 2 e
lies 43tze 6 8L Gee
Xy
so
g
Gt8 L z
Gte
lets
3 i Ze 6 8 e 6 te
whene a 6
LCD41559 o
XZ
yz
initrector
j 40,0
j fo 1,0
k10,0 1
Tai
length of11511
a
Ha b Kaaba
findanglebetween 2vectors
11Ncos 0
b Hall
w CRTis perpendicular to
8,9
perpendicular lineshave a
HullHull
8
7
8 9 CX y o
vw
Hw II
8
dotproduct of 0
11Wh
8
94
Et b c
G
vw
b c
O
by xrey
a
X
s
is orthogonal w
b
1,99
o
ee
1,9 a
is
c
Cl 4 l
i
U 4,1
Hull11Wh
V w are qbositedirection
linethrough C4 I
3 thatintersects and is perpendicular to line
X
It
e
y
Zee z
He
he
hug
h
i
l
and
direction vectorCGI c Eoefficients
of
s perpendal
Ine
off xiii
H
Po
X icy141 0
0
Xtly Y
es
pwjga
b
o
X ify hlr x ify.ir
2x
x
8
Y
410,0
41,11 1 1,1 D
iii is
cL
l l JC
ZE 2K
at
Zi 2k
Xin Ze yeo
Itt 114111
2 it
Close Set
Neighborhood
Limits
Derivatives
Gradient
Paths
ChainRule
QuotientRole
PartialDerivative
Directional
Divergence
Anlength
Iii
Flow line
ly
D
1
of
and this
point
I
Hessian
Pos DetimatelNcg Definite
CriticalPoints
Minimax
Invertible
furl F
determinant o
j
k
Fx Fy
fo
P
Q
R
Katy 3
i
EI Fa j 11238 Ey
F HE FzFs
dirt
pF
x
RE
F Pit
Fyffe
f xt2
Fc E Fs
x
Divergence
Xqy3
III upolNII
v
yo
ago
E
Vector fields
2t34t
FK Y z7
Ct
I
3ft
t
O