QUESTION 1
Find the domain of the function
Domain: all real numbers x except x=6
Domain: all real numbers x except x=8
Domain: all real numbers x except x = -8
Domain: all real numbers x
Domain: all real numbers x except x = -6
5 points
QUESTION 2
Find the domain of the function
Domain: all real numbers x except x = 7
Domain: all real numbers x except x = ±49
Domain: all real numbers x except x = ±8
Domain: all real numbers x except x = -7
Domain: all real numbers x except x = ±7
5 points
QUESTION 3
Determine the domains of f and g.
Domain of f: all real numbers x except x = -6
Domain of g: all real numbers x
Domain of f: all real numbers x except x = ±6
Domain of g: all real numbers x
Domain of f: all real numbers x except x = ±36
Domain of g: all real numbers x except x=6
Domain of f: all real numbers x except x = 6
Domain of g: all real numbers x
Domain of f: all real numbers x except x = ±6
Domain of g: all real numbers x except x=6
5 points
QUESTION 4
Find the domain of
all real numbers except x = -9
all real numbers except x = 81
all real numbers except x = 9
all real numbers except x = 9 and x = -9
all real numbers
5 points
QUESTION 5
Find the domain of the function and identify any vertical and horizontal asymptotes.
Domain: all real numbers x except x = 2
Vertical asymptote: x = 2
Horizontal asymptote: y = -1
Domain: all real numbers x
Vertical asymptote: x = -2
Horizontal asymptote: y = 0
Domain: all real numbers x except x = 0
Vertical asymptote: x = 0
Horizontal asymptote: y = -1
Domain: all real numbers x except x = 2
Vertical asymptote: x = 0
Horizontal asympotote: y = -2
Domain: all real numbers x except x = -2
Vertical asympotote: x = 0
Horizontal asympotote: y = 2
5 points
QUESTION 6
Find the domain of the function and identify any vertical and horizontal asympototes.
Domain: all real numbers x except x = 0
Vertical asympotote: x = 0
Horizontal asympotote: y = -2
Domain: all real numbers x except x = -6
Vertical asympotote: x = -6
Horizontal asympotote: No horizontal asymptote
Domain: all real numbers x except x = 6
Vertical asympotote: x = 6
Horizontal asympotote: No horizontal asympotote
Domain: all real numbers x except x = 6
Vertical asympotote: x = 6
Horizontal asymptote: y = 2
Domain: all real numbers x
Vertical asymptote: x = -6
Horizontal asymptote: y = 0
5 points
QUESTION 7
Find the domain of the function and identify any vertical and horizontal asympototes.
Domain: all real numbers x
Vertical asympotote: No vertical asymptote
Horizontal asymptote: y = 9
Domain: all real numbers x except x = 0
Vertical asymptote: x = 0
Horizontal asymptote: y = -8
Domain: all real numbers x
Vertical asymptote: x = -9
Horizontal asymptote: y = 0
Domain: all real numbers x except x = 9
Vertical asymptote: No vertical asymptote
Horizontal asymptote: No horizontal asymptote
Domain: all real numbers x except x = 9
Vertical asymptote: x = 9
Hori ...
QUESTION 1Find the domain of the function Domain all real.docx
1. QUESTION 1
Find the domain of the function
Domain: all real numbers x except x=6
Domain: all real numbers x except x=8
Domain: all real numbers x except x = -8
Domain: all real numbers x
Domain: all real numbers x except x = -6
5 points
QUESTION 2
Find the domain of the function
Domain: all real numbers x except x = 7
Domain: all real numbers x except x = ±49
Domain: all real numbers x except x = ±8
Domain: all real numbers x except x = -7
2. Domain: all real numbers x except x = ±7
5 points
QUESTION 3
Determine the domains of f and g.
Domain of f: all real numbers x except x = -6
Domain of g: all real numbers x
Domain of f: all real numbers x except x = ±6
Domain of g: all real numbers x
Domain of f: all real numbers x except x = ±36
Domain of g: all real numbers x except x=6
Domain of f: all real numbers x except x = 6
Domain of g: all real numbers x
Domain of f: all real numbers x except x = ±6
Domain of g: all real numbers x except x=6
5 points
QUESTION 4
Find the domain of
all real numbers except x = -9
all real numbers except x = 81
3. all real numbers except x = 9
all real numbers except x = 9 and x = -9
all real numbers
5 points
QUESTION 5
Find the domain of the function and identify any vertical and
horizontal asymptotes.
Domain: all real numbers x except x = 2
Vertical asymptote: x = 2
Horizontal asymptote: y = -1
Domain: all real numbers x
Vertical asymptote: x = -2
Horizontal asymptote: y = 0
Domain: all real numbers x except x = 0
Vertical asymptote: x = 0
Horizontal asymptote: y = -1
Domain: all real numbers x except x = 2
Vertical asymptote: x = 0
Horizontal asympotote: y = -2
Domain: all real numbers x except x = -2
Vertical asympotote: x = 0
4. Horizontal asympotote: y = 2
5 points
QUESTION 6
Find the domain of the function and identify any vertical and
horizontal asympototes.
Domain: all real numbers x except x = 0
Vertical asympotote: x = 0
Horizontal asympotote: y = -2
Domain: all real numbers x except x = -6
Vertical asympotote: x = -6
Horizontal asympotote: No horizontal asymptote
Domain: all real numbers x except x = 6
Vertical asympotote: x = 6
Horizontal asympotote: No horizontal asympotote
Domain: all real numbers x except x = 6
Vertical asympotote: x = 6
Horizontal asymptote: y = 2
Domain: all real numbers x
Vertical asymptote: x = -6
Horizontal asymptote: y = 0
5 points
QUESTION 7
Find the domain of the function and identify any vertical and
horizontal asympototes.
5. Domain: all real numbers x
Vertical asympotote: No vertical asymptote
Horizontal asymptote: y = 9
Domain: all real numbers x except x = 0
Vertical asymptote: x = 0
Horizontal asymptote: y = -8
Domain: all real numbers x
Vertical asymptote: x = -9
Horizontal asymptote: y = 0
Domain: all real numbers x except x = 9
Vertical asymptote: No vertical asymptote
Horizontal asymptote: No horizontal asymptote
Domain: all real numbers x except x = 9
Vertical asymptote: x = 9
Horizontal asymptote: y = 8
5 points
QUESTION 8
Determine the value that the function f approaches as the
magnitude of x increases.
∞
-3
6. 2
-1
0
5 points
QUESTION 9
Simplify f and find any vertical asymptotes of f.
x+6; Vertical asymptote: none
x-6; Vertical asymptote: x=6
x-6; Vertical asymptote: none
x-36; Vertical asymptote: x=6
x-36; Vertical asymptote: none
5 points
QUESTION 10
Simplify f and find any vertical asymptotes of f.
x+3; Vertical asymptote: x = -3
7. x; Vertical asymptote: none
x; Vertical asymptote; x = -3
x - 3; Vertical asympotote: none
x2; Vertical asympotote: none
5 points
QUESTION 11
Determine the value that the function f approaches as the
magnitude of x increases.
3
-3
4
-4
-3.67
5 points
QUESTION 12
Find the domain of the function and identify any vertical and
horizontal asymptotes.
8. The domain is all real numbers x except x = ±2. There is a
vertical asymptote at x = -2, and a horizontal asymptote at y =
0.
The domain is all real numbers x except x = ±2. There is a
vertical asymptote at x = -4, and a horizontal asymptote at y =
0.
The domain is all real numbers x except x = ±4. There is a
vertical asymptote at x = -4, and a horizontal asymptote at y =
0.
The domain is all real numbers x except x = ±2. There is a
vertical asymptote at x = 2, and a horizontal asymptote at y = 0.
The domain is all real numbers x except x = ±4. There is a
vertical asymptote at x = -2, and a horizontal asymptote at y =
0.
5 points
QUESTION 13
Determine the equations of any horizontal and vertical
asymptotes of
horizontal: y = 5; vertical: x = 0
horizontal: y = 1; vertical: x = -5
9. horizontal: y=1; vertical: x=1 and x = -5
horizontal: y = -1; vertical: x = -5
horizontal: y = 0; vertical: none
5 points
QUESTION 14
Determine the equations of the vertical and horizontal
asymptotes of the graph of the function.
horizontal: x = -2; vertical: y = 3 and y = -3
horizontal: y = 2; vertical: x = 3 and x = -3
horizontal: y = -3; vertical: x = 2
horizontal: y = 2; vertical: x = 3
horizontal: x = 3 and x = -3; vertical: y = -2
5 points
QUESTION 15
Simplify f and find any vertical asymptotes of f.
x2; Vertical asymptote: x = 0
10. x-1: Vertical asymptote: none
x: Vertical asymptote: x=0
x:Vertical asymptote: none
1/x: Vertical asymptote: x=0
5 points
QUESTION 16
Identify all intercepts of the function.
y-intercept: (0,-1/4)
y-intercept: (0,1/4)
y-intercept: (0,4)
y-intercept: (4,0)
y-intercept: (0,-4)
5 points
QUESTION 17
Identify all intercepts of the following function:
11. x-intercepts: (±3,0)
no intercepts
x-intercepts: (-3,0)
x-intercepts: (0,0)
x-intercepts: (3,0)
5 points
QUESTION 18
Select the correct graph of the function
5 points
QUESTION 19
Select the graph of the rational function. (Plotted additional
solution points as needed.)
12. 5 points
QUESTION 20
The cost C (in millions of dollars) of removing p% of the
industrial and municipal pollutants discharged into a river is
given by
According to this model, would it be possible to remove 100%
of the pollutants?
No. The function is undefined at P = 100.
Yes
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13. MNG00313 INTERNATIONAL MANAGEMENT
Assignment 2 – Article critique report
Due: Friday 8 January (Week 12)
Weighting: 40%
You are required to:
1. Research in order to find secondary sources on matters where
a relevance to
MNG00313 can be demonstrated
2. Prepare a report as detailed below (40% of total MNG00313
assessment)
The core task for this assessment is multi-faceted: Find at least
three (3) recent articles from
business publications or media (e.g. business journals,
newspapers, periodicals, Internet
contributions, TV reports, etc.) and/or academic journals that
relate to any one topic (or sub-
topic) of interest to you and covered in MNG00313. Note that
your selected articles must
relate to the same topic and the articles must be published after
1 January 2015. Further, it is
14. best if they do not come from the same source (e.g. a single
publication) or type of source
(e.g. a newspaper or website or academic journal). As a starting
point (but this is NOT
essential), a maximum of one (1) article may be in the
collection of articles posted to the
Assignment 1 pages in the MNG00313 MySCU webpages
(posted either by you or other
MNG00313 students).
Identify and apply any of the theories covered in MNG00313
that you believe would assist a
reader to understand the issues being discussed in the articles
you selected.
For the body of articles as a whole (not for each article
separately):
1. Within copyright restrictions, ensure you provide a link
(reference/url) to the
articles (DO NOT ATTACH copies of the material) in your
report.
2. Identify the theoretical issue covered in a topic of
MNG00313 that relates with
the most salience (relevance) to the contents of your selected
articles.
15. 3. Provide examples of agreements, disagreements or coverage
disparities between
the contents of the articles and the contents of the chosen
MNG00313 topic coverage
in the MNG00313 Study Guide, Readings and textbook. To do
this, you need to
compare the articles' content with the content of the various
resources used in
MNG00313 and in that comparison, you should identify
agreements (similarities),
disagreements (differences) and disparities (where one source
mentions something and
the other does not).
4. Critique the articles. To do this you should at least:
• assess the significance of agreements, disagreements or
disparities identified in
the previous section. (Note: this is intended to assist you in
deciding which
articles to use in your assignment: you should choose those
articles with the most
significance in their agreement or disagreement with
MNG00313. Degree of
significance is a judgmental matter in this instance but you
could ask yourself
16. the ‘so what?’ question and if your answer is ‘I don’t know’
then it is likely that
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the degree of significance is minor and so you should choose a
different article.
Similarly, if there are very large disparities between MNG00313
and the articles'
content you may need to assess whether the articles have
salience (relevance)
with respect to MNG00313).
• assess whether you are in a position to form an opinion on the
accuracy of the
content of the articles (for example, are sources of information
revealed in the
articles? Or is the author in a position to be trusted in respect to
this topic?)
• question if the articles’ coverage of the issues has been
balanced and
comprehensive enough to present useful information (more than
a
single perspective identified and presented)
17. • evaluate the worth of the articles to a decision maker who
must consider similar
issues in their respective roles (e.g. a potential employee
deciding whether to work
in a particular industry or company; an investor seeking to
evaluate investment
opportunities; a multinational corporation manager wanting to
make a resource
allocation decision; a citizen wishing to exercise her civic
rights; etc).
5. Limit your written report to a maximum of four (4) typed
pages (excluding cover
sheet (if used), contents list (if used), reference list (required).
Material submitted
beyond four pages will not be assessed. Written reports must be
submitted
electronically and please note that quality of presentation will
impact on your mark so
do not squeeze extra words into your 4 pages by reducing the
font below size 11 or by
using margins that are so small as to reduce the readability of
your report.
The structure of your report is at your discretion. However as a
guide you could use the
18. following format:
• Your name, SCU student ID number, unit code, unit name and
primary
(main) Topic to which the report refers.
• A brief Executive Summary (no more than 1/2 page of the
report’s four
pages)
• Table of Contents
• Written report – no longer than 4 pages, including your
introduction and
conclusion if applicable structured in a manner that helps the
reader
understand its content
• Reference List (Harvard Referencing)
To be successful in the assignment you need to do the
following:
• read widely and try to relate that reading to the content of
MNG00313
• make sure that you commence reading for this assignment at
the beginning of the
semester and keep up-to-date with your coverage of MNG00313
topics
19. • have a good understanding of the content of MNG00313
• make sure that you present your opinion in your answer with
respect to agreements,
disagreements or disparities between the articles and the content
of MNG00313
• provide reasons for your critique of the articles
• provide active (that is, currently operating) links to the
selected articles and also
ensure that your answers are succinct and professionally
presented
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• in your written work, be certain to submit original work not
authored by any other
person; where you consider it useful to support your ideas with
reference to others’
work be careful to explicitly quote that work and to include a
properly cited reference
for each quoted source at the end of your assignment answer (in
the references)
• keep a copy of your submitted work.
In assessing the assignment, the marker will take into account
20. your performance in the
following areas:
• suitability of articles chosen (content relevance and standard
of discussion in the
articles will be important criteria)
• logical coherence of your discussion and
structure/organisation of content
• coverage of key issues
• conciseness and clarity
• level of understanding of course concepts
• relevance to theory (evidence that you have been able to
identify how MNG00313
theories relate to the articles - or should have been invoked by
the author/s of those
articles)
• extent of evidence presented in support of your opinion
presentation
• degree of effectiveness in conveying a message in the report
presentation
Refer over page for marking criteria to be used in this
assessment.
21. 4 | P a g e
Marking criteria for Assessment Task 2
This is what your marker will be looking for … essentially this
is a summary of all the words
above!
Assessment criteria/
Marks awarded for each level of
performance in the written report
Excellent Very
good
OK Needs
some
more
work
Needs
22. much
more
work
100% 80% 60% 40% 10%
Article quality (8)
Identification of articles that reflect
diverse sources and reasoned argument
with content relevance and appropriate
standard of discussion in the articles
Discussion coherence (4)
Logical coherence in the report
Agreements or disagreements (4)
Evidence used to substantiate
assessment of significance arising from
agreements or disagreements between
the articles and the topic indicating that
your were able to identify how
23. international management theory relates
to the articles
Sources cited in articles (4)
Assessment of whether sources have
been cited in the articles such that their
content could be verified
Balance and coverage (8)
Substantiation of the degree of balance
and coverage found in the articles
Managerial or other usefulness (4)
Argument about the managerial or
other usefulness of the articles’ content
Presentation (4)
readability quality of the report
Structure/organisation (4)
clarity of ideas resulting from the