Practice Problems 5
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McMaster University *
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4U
Subject
Civil Engineering
Date
Dec 6, 2023
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McMaster University
Department of Civil Engineering
2P04-Statics and Mechanics of Materials, Fall 2023
Practice Problems Set 5 (one problem will be in the weekly Quiz):
Submit on A2L by Friday November 3
rd
, 2023, at 11:59 PM
(
See last page for grading rubrics
)
These are only selected problems. You are invited to solve from your textbook as many problems as you can.
Only the first three problems are mandatory.
In all the following problems, replace the letters
ABC
by the last three digits of your student ID (replace
any
0
with
1
).
For example, if your ID is XXXXXX
365
then A=3, B=6, and C=5. Therefore, the number
ABC=
365
,
while A+B+C= 3+6+5
=
14. However, if your ID is XXXXXX
946,
then A= 1, B=4, and C=6.
Therefore, the number ABC=
146
, while A+B+C=1+4+6=11.
N.B:
All figures are the credit of Pearson International
Problem 1 (MANDATORY)
The spring has an unstretched length of 0.3 m.
Determine the mass m of each uniform bar if each
angle u = 30° for equilibrium (
K = ABC N/m
)
Problem 2 (MANDATORY)
Determine the moment of inertia of the cross-
sectional area of the beam about the y axis and find
the radius of gyration. (
CBA is in mm
)
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Problem 3 (MANDATORY)
Determine the moment of inertia of the cross-
sectional area of the beam about the y axis (
BCA
and CB are in mm)
Problem 4
Determine the reactions at the supports A, C, and E
of the compound beam
Problem 5
Determine the resultant force at pins A, B, and C on
the three-member frame.
Problem 6
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3
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Determine the force that the jaws J of the
metal cutters exert on the smooth cable C if
100-N force are applied to the handles. The
jaws are pinned at E and A, and D and B.
There is also a pin at F
Problem 7
Determine the force in members FD and DB of the
frame. Also, find the horizontal and vertical
components of reaction the pin at C exerts on
member ABC and member EDC
Problem 8
Determine force P on the cable if the spring is
compressed 25 mm when the mechanism is in the
position shown. The spring has a stiffness of k = 6
kN/m.
Problem 9
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Determine the horizontal and vertical components of
force which pin C exerts on member ABC. The 600-
N force is applied to the pin
Problem 10
Locate the centroid x of the area.
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Problem 11
Determine the moment of inertia for the area about the x axis
Problem 12
Determine the moment of inertia about the x axis
Problem 13
Determine the moment of inertia Ix of the area about the y
axis.
Problem 14
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Determine y, which locates the centroidal axis x′ for the
cross-sectional area of the T-beam, and then find the
moment of inertia about the x′ axis
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Grading Criteria
Overall Grade Breakdown
To encourage students’ engagement in this course, a
12%
bonus is assigned based on (
i
) submitting
solved
Practice Problems (7.5%)
; (
ii
) participating in In-class
Participatory Activities (2.5%)
and,
(
iii
) submitting a quality
Term Project (2.0%)
.
i.
Practice Problems (PP) at 7.5%
:
There will be
12
PPs, each carrying
0.625%
, totaling
7.5%
.
Because there are many questions in each PP, the Teaching Team will only be correcting
a few of
them,
called
Corrected Problem
(s)
. Nevertheless, students are expected to solve the
entirety
of
each PP.
The grade of each PP (0.625) is made-up of 60% for submitting all the questions and 40% for
getting the
Corrected Problem(s)
right. The Teaching Team might
discard any incomplete
solution meant to just get the 60% for submission. For the
Corrected Problem (s)
, a meticulous
correction and feedback is provided to the students, because this type of questions summarize the
major objective of each chapter. See the two examples below:
▪
If a student submitted only
3 out 6
questions and obtained the
Corrected Problem (s)
right,
this student gets
(3/6) x 60% = 30%
for submission and gets the full
40%
for obtaining the
Corrected Problem (s)
right. Their total points will be
70%
and their exact score in this
Practice Problem will be
70% (0.625).
▪
If a student submitted
all
the problems, but only achieved
50%
(correctness) in
the
Corrected
Problem (s)
, this student will receive the full
60%
for submitting the Practice Problem in
addition to
50%
of the
40%
(allocated for the Corrected Problem). The latter =
20%
. Thus,
their total points will be
60%
and their exact score in this
Practice Problem will be
60%
(0.625).
ii.
Participatory Activities (PA) at 2.5%:
PAs
are
directly run during the lecture classes. It is expected that we will have
15
or more PAs, out
of which the best
10
attempts will be considered.
Each of the 10 PAs has
0.25%
, totaling to the
2.5%
. In each participatory activity, your mark is made up of two components:
(a)
taking the
quiz
(1/3 of the PA mark), regardless of the answer, plus (b)
the correctness of your answer
(2/3 of the PA mark).
iii.
Quality Term Project (PA) 2.0%:
The 2% bonus for the Term Project
is assigned to the different Project Teams, also called
Companies [the same bonus for all the members of a single Company] based on the
outstanding
final submission
of the Term Project.
Meaning
: At the end of
the
session, the Teaching Team will
evaluate how the different Companies did well in the Term Project [
based on the criteria well
detailed at the last page of the Project Description
]. The Teaching Team will evaluate the
performance of different Companies [and rank them from the highest to lowest]
not encourage
competition in the class at all
, [because those marks are just bonus, not part of the core marks of
100%],
but to mimic real life scenario
where different companies submit Designs to clients to win
the offer based on specific criteria. For example, if your Company presented the best performance
(based on the overall mark) in the Term Project, then all the members will obtain 2% bonus on the
top of the actual mark of their Term Project. Another Company that did bad in the Term Project
Page
8
of
8
will lose this 2% bonus. Of course, their mark in the 25% contribution of the project is seen
independently.
N.B: Note that the weekly quizzes are not part of the bonus, but contribute to the core mark of 100%
How is (are) the Corrected Problem (s) Graded?
In each Practice Problem (
PP
) one or a few problems will be corrected and detailed feedback will be
provided to learners via the A2L. The Grading of the Corrected Problems (s) is based on four
Performance Bins explained below:
Bin
Description of Typical Cases
Mark (%)
(i)
Unacceptable
•
No solution was provided (
0%
)
•
A solution not following the submission requirements
(Graphical Engineering Papers) (
0%
)
•
The solution is totally irrelevant and does not rely on the
relevant concepts addressed in class.
0-20%
(ii)
Marginal
•
A solution lacking the
free-body diagram
when the
latter is intuitively needed.
•
A solution was provided but contains major errors such
as:
incorrect
use
of
angles;
incorrect
use
of
trigonometry, use of mass for weight, etc.
•
The solution lacks clarity
20-60%
(iii)
Meets
Expectations
•
A correct answer was provided using the Engineering
Paper provided on A2L.
•
The final answer is clearly identified.
•
The sketch of the problem is either redrawn or
reproduced on the answer sheet to clearly show the
different dimensions and variables affecting the final
answer.
60-80%
(iv)
Exceeds
Expectations
All the criteria of (iii) Meets Expectations plus:
•
All final answers use the proper SI units and prefixes.
•
All final answers are rounded up correctly to three
decimal places.
•
The
overall
submission
follows
engineering
requirements is terms of clarity and organization.
80-100%
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