Recap : XE = 0 I= cust
E
xV = IR
Q 0
-
+ + =
P
=
F
=
F
=
Vector :
Y a
= = x +
vi
T
·
>
-
- F = m a .
Vy
(t
- >
Vx
-
(x f , Yf)
aRf
↑
>
↳R
R = R - Ri
= R + Ri
M
~ Ri(x ;, yi)
, Y T
T cost
== = vX = v cost
-
--
I
.
==
Vy sint
y
= Using
v (ux
70 =
, vy)
-X
+ug2
tant
== -:
ta
(1 = 16 8
.
f =
-
21 . 8
10 0 -1 0
ax = .
(x = .
-4 8
:
38
ay Cy =
= .
.
bx = 9 .
0
by =
-
1 0 .
e = 3-
E
xV = IR
Q 0
-
+ + =
P
=
F
=
F
=
Vector :
Y a
= = x +
vi
T
·
>
-
- F = m a .
Vy
(t
- >
Vx
-
(x f , Yf)
aRf
↑
>
↳R
R = R - Ri
= R + Ri
M
~ Ri(x ;, yi)
, Y T
T cost
== = vX = v cost
-
--
I
.
==
Vy sint
y
= Using
v (ux
70 =
, vy)
-X
+ug2
tant
== -:
ta
(1 = 16 8
.
f =
-
21 . 8
10 0 -1 0
ax = .
(x = .
-4 8
:
38
ay Cy =
= .
.
bx = 9 .
0
by =
-
1 0 .
e = 3-