1. For the coordinates shown below given in meters [m]: A(5,25, -6), B(42,30, -20) andC(-25, -47,63), and the magnitude of the force vector |F| = 97 N, determine:a. The position vector 7b. The magnitude of the position vector |F| [m]c. The force vector Fd. The moment vector M%3De. The magnitude of the moment vector |M| [Nm]yCB2. For the simply supported beam shown below with dimensions x, = 72 in, d = 24 in, andL = 120 in and external forces F, = 369 # and F2forces RA [#] and Rg [#].= 142 #, determine the reactionF.RARp 3. Consider the truss structure below with a pin boundary condition at A and a roller13.3 m and b = 26.7 m. The externalboundary condition at D. The dimensions are hforces are FBa. The reaction forces at A and D [N].b. The forces in each truss member [N]. Indicate whether each is in tension orcompression.200 N and Fc= 314 N. Calculate:ВВhACFoC-b--b-

As per policy i have solved one question for you. I have solved the question 2 please post the other…

2. For the simply supported beam shown below with dimensions x, = 72 in, d = 24 in, and L = 120 in and external forces F, = 369 # and F2 = 142 #, determine the reaction forces RA [#] and Rg [#). %3D %3D F. F2 RA RB

2. For the simply supported beam shown below with dimensions x, = 72 in, d = 24 in, and L = 120 in and external forces F, = 369 # and F2 = 142 #, determine the reaction forces RA [#] and Rg [#). %3D %3D F. F2 RA RB

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

1. For the coordinates shown below given in meters [m]: A(5,25, -6), B(42,30, -20) and
C(-25, -47,63), and the magnitude of the force vector |F| = 97 N, determine:
a. The position vector 7
b. The magnitude of the position vector |F| [m]
c. The force vector F
d. The moment vector M
%3D
e. The magnitude of the moment vector |M| [Nm]
y
C
B
2. For the simply supported beam shown below with dimensions x, = 72 in, d = 24 in, and
L = 120 in and external forces F, = 369 # and F2
forces RA [#] and Rg [#].
= 142 #, determine the reaction
F.
RA
Rp

3. Consider the truss structure below with a pin boundary condition at A and a roller
13.3 m and b = 26.7 m. The external
boundary condition at D. The dimensions are h
forces are FB
a. The reaction forces at A and D [N].
b. The forces in each truss member [N]. Indicate whether each is in tension or
compression.
200 N and Fc
= 314 N. Calculate:
В
В
h
A
C
Fo
C
-b-
-b-

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