pt 1 Submit y=fax) Ms, Mix 2. (25 pts) A particle is launched from point A with an initial angle of 0 = 30°, from a height of 1 m. It lands at point B, as shown in the figure, after remaining in midair for 2 seconds. Determine: a. the initial speed of the particle, VA b. the horizontal distance R that the particle travels before striking the ground c. the trajectory of the particle, y=f(x) d. the maximum height H that the particle attains e. the radius of curvature at the maximum height at C f. the speed of the particle at B @ 12 80 F3 VP H Im F4 R J F5 F6 F7 $ % do 4 5 66 27 & F8 ㅎ요 8 * ∞ = W E R T Y U 4 #3 s C L C 4 F9 ( O K

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
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pt 1
Submit
y=fax)
Ms, Mix
2. (25 pts) A particle is launched from point A with an initial angle of 0 = 30°, from a
height of 1 m. It lands at point B, as shown in the figure, after remaining in midair for
2 seconds. Determine:
a. the initial speed of the particle, VA
b. the horizontal distance R that the particle travels before striking the ground
c. the trajectory of the particle, y=f(x)
d. the maximum height H that the particle attains
e. the radius of curvature at the maximum height at C
f. the speed of the particle at B
@
12
80
F3
VP
H
Im
F4
R
J
F5
F6
F7
$
%
do 4
5
66
27
&
F8
ㅎ요
8
* ∞
=
W
E
R
T
Y
U
4
#3
s
C
L
C
4
F9
(
O
K
Transcribed Image Text:pt 1 Submit y=fax) Ms, Mix 2. (25 pts) A particle is launched from point A with an initial angle of 0 = 30°, from a height of 1 m. It lands at point B, as shown in the figure, after remaining in midair for 2 seconds. Determine: a. the initial speed of the particle, VA b. the horizontal distance R that the particle travels before striking the ground c. the trajectory of the particle, y=f(x) d. the maximum height H that the particle attains e. the radius of curvature at the maximum height at C f. the speed of the particle at B @ 12 80 F3 VP H Im F4 R J F5 F6 F7 $ % do 4 5 66 27 & F8 ㅎ요 8 * ∞ = W E R T Y U 4 #3 s C L C 4 F9 ( O K
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