123 c. A force, F = lbs acts at an angle, 0=) axis. The axes are rotated at A=4 Resolve the force, F, Along the a-a axis and the b-b 44° and = 27° a A y F b-b Ꮎ 136 d. Find the resultant of, F₁ = 203 lbs along the a-a axis and F₂ = lbs along the b-b axis. The a-a axis is rotated at 0 = and the b-b axis is along the 5:12 triangle as shown. State the resultant in cartesian form in x-y_coordinates. 1610 61° a-a y Ꮎ 12 2 b-b X
123 c. A force, F = lbs acts at an angle, 0=) axis. The axes are rotated at A=4 Resolve the force, F, Along the a-a axis and the b-b 44° and = 27° a A y F b-b Ꮎ 136 d. Find the resultant of, F₁ = 203 lbs along the a-a axis and F₂ = lbs along the b-b axis. The a-a axis is rotated at 0 = and the b-b axis is along the 5:12 triangle as shown. State the resultant in cartesian form in x-y_coordinates. 1610 61° a-a y Ꮎ 12 2 b-b X
International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
Publisher:Andrew Pytel And Jaan Kiusalaas
Chapter6: Beams And Cables
Section: Chapter Questions
Problem 6.6P: Find the internal force systems acting on sections 1 and 2.
Question
![123
c. A force, F = lbs acts at an angle, 0=)
axis. The axes are rotated at A=4
Resolve the force, F, Along the a-a axis and the b-b
44°
and
=
27°
a
A
y
F
b-b
Ꮎ
136
d. Find the resultant of, F₁ =
203
lbs along the a-a axis and F₂ = lbs along the b-b axis. The a-a
axis is rotated at 0 = and the b-b axis is along the 5:12 triangle as shown. State the resultant in
cartesian form in x-y_coordinates.
1610
61°
a-a
y
Ꮎ
12
2
b-b
X](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbea774a4-76a7-4661-8ed1-83b80bb8adb6%2F9afd3cd1-48bf-4d04-88b3-21770201f806%2Fb0tk0bw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:123
c. A force, F = lbs acts at an angle, 0=)
axis. The axes are rotated at A=4
Resolve the force, F, Along the a-a axis and the b-b
44°
and
=
27°
a
A
y
F
b-b
Ꮎ
136
d. Find the resultant of, F₁ =
203
lbs along the a-a axis and F₂ = lbs along the b-b axis. The a-a
axis is rotated at 0 = and the b-b axis is along the 5:12 triangle as shown. State the resultant in
cartesian form in x-y_coordinates.
1610
61°
a-a
y
Ꮎ
12
2
b-b
X
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