scalars $ ecTors
AD PERPEMIDICULAR OT PERPEMIBICULAR
:
ism 1
y Brnst 1
tey
oM
s
apay 1
fsa
m 300
0
m
z 4
1
ms"
s
distance
2 8 U
m
:
displacement p
ü
:8m
z
låp
..!
=3t4z
scon
.
984,
o
luI 5
mS+
=
tan Ro
us
I
cige
ro
1 4
=
)
sinso
Tinao
8MY"
4
Y
=
N4
xC
Isin =5
=4B3
160 singo
QUILIBRIUM EF : O
:
acceleration
-O
s
EFX
=O
Equilibrium force
same IF
EFIOR
:
EFy
,
direction
-O
oBposite
E 1)
-G:
Tx LEFT =
T
RIGHT
s
^
7
x F Tx =
!0
L
=
Tsimo
+
y
F c
y UP DOWN
c 5
=
Ty : W cos o
=T
v
W
, 2) R
#
F
Efparauee = O wsino -
-
F
EF perpendicular =D WCOSO R
%:
-
-
jjaja
"
3)
o.o a. W
UD
-
-
down
^" > "
Tr "
1-2
QQ Y W Ticos (G) + Tacos / %)
-
< y = _
:&
left =
right
v
<
×
>
=
T, sin (9) = -1, sin (G)
IW
4)
3. OH
Y
,
5.0N
7
I
1 r
5. ON
¡
I
3.0N W =
upwards =
downwards
Í 37°)
,
H 3/7 .
.
!
I SÍ
x
=
sin 37 ✗ =3 -00
2x -6.00N
-
AD PERPEMIDICULAR OT PERPEMIBICULAR
:
ism 1
y Brnst 1
tey
oM
s
apay 1
fsa
m 300
0
m
z 4
1
ms"
s
distance
2 8 U
m
:
displacement p
ü
:8m
z
låp
..!
=3t4z
scon
.
984,
o
luI 5
mS+
=
tan Ro
us
I
cige
ro
1 4
=
)
sinso
Tinao
8MY"
4
Y
=
N4
xC
Isin =5
=4B3
160 singo
QUILIBRIUM EF : O
:
acceleration
-O
s
EFX
=O
Equilibrium force
same IF
EFIOR
:
EFy
,
direction
-O
oBposite
E 1)
-G:
Tx LEFT =
T
RIGHT
s
^
7
x F Tx =
!0
L
=
Tsimo
+
y
F c
y UP DOWN
c 5
=
Ty : W cos o
=T
v
W
, 2) R
#
F
Efparauee = O wsino -
-
F
EF perpendicular =D WCOSO R
%:
-
-
jjaja
"
3)
o.o a. W
UD
-
-
down
^" > "
Tr "
1-2
QQ Y W Ticos (G) + Tacos / %)
-
< y = _
:&
left =
right
v
<
×
>
=
T, sin (9) = -1, sin (G)
IW
4)
3. OH
Y
,
5.0N
7
I
1 r
5. ON
¡
I
3.0N W =
upwards =
downwards
Í 37°)
,
H 3/7 .
.
!
I SÍ
x
=
sin 37 ✗ =3 -00
2x -6.00N
-
