MATH 533 USF Business and Management Studies Discussion

User Generated

Nyzhmnuzv

Mathematics

math 533

University of South Florida

MATH

Description

Unformatted Attachment Preview

FACULTY OF BUSINESS AND MANAGEMENT STUDIES UNDERGRADUATE BUSINESS PROGRAMME ACADEMIC YEAR 2019-2020, 2nd Semester August - 2020 Writ 1 Programme Title: A&F, BE Module Title: Quantitative Methods Module Code: GEC4003 Assessment Method: Assignment Level: 3 Block: 1 Module Credits: 20 Weighting: 50% Due Date: 23-Jun-2020, 12:00 PM Word Count: 3,000 Examiner(s): Dr. Romeo & Mr. Ahmad Version: 1 Gulf College – Faculty of Business and Management Studies – In academic Affiliation with CARDIFF SCHOOL OF MANAGEMENT A.        B.  Written work A signed declaration that the work is your own (apart from otherwise referenced acknowledgements) must be included after the reference page of your assignment Each page must be numbered. Where appropriate, a contents page, a list of tables/figures and a list of abbreviations should precede your work. All referencing must adhere to School/Institutional requirements. A word count must be stated at the end of your work. Appendices should be kept to the minimum and be of direct relevance to the content of your work. All tables and figures must be correctly numbered and labelled. Other types of coursework/assignments Where coursework involves oral presentations, discussions, poster presentations, etc., specific instructions will be provided by your module leader/team. --------------------------------------------------------------------------------------------------------------------------------------------Rewrite below part just after the References of your assignment. WORK DECLARATION I, [Name of Student], hereby declare that the uploaded Assignment through Turnitin is my own work. I affirm that this has been researched and completed in accordance with the college rules and regulations on plagiarism. I acknowledge the advice given by the module tutors on proper referencing to avoid plagiarism and the rules on the academic unfair practice. I acknowledge that I read and understand the plagiarism guide written at the end of this assessment. Any academic misconduct will be handled according to the rules and regulations of the university. [Name of Student] General instructions Assignment must be submitted online through Turnitin before due date. An acknowledgement will be given to you by your teacher upon presentation of the finance clearance. This is your receipt, keep it. The only circumstance in which assignments can be uploaded late via Turnitin is if a Mitigating Circumstances (MC) form is submitted at the same time. In these circumstances work may be submitted within five (5) working days. Make sure to secure MC form and submit the same to the concerned staff. Write the number of words used, excluding references, at the end of your assignment. Provide the list of sources you used at the last page of your assignment with proper label ‘References’. You may include diagrams, figures etc. without word penalty. The number of words will be + or – 10% of the total words allowed. A work declaration must be included just after the reference page of your assignment. This ensures that you prepare your work in good faith. Any form of collusion and/or academic unfair practice will be dealt with according to the pertinent rules and regulations of the partner university. Please read carefully the plagiarism guide. Assessment Details This Assignment comprises 50% of the total assessments marks. This will develop the following skills:   Analytical skills: The assignment enables the students to analyse and evaluate the benefits of the different activities done in the class. Research skills. This skill will eventually help them understand and evaluate the meaning and the basic concept of linear, quadratic, exponential and logarithmic equations. In addition, the Assignment will test the following learning outcomes:   Apply basic mathematical methods Demonstrate understanding of the relationship between equations and linear and nonlinear diagrams Assignment Task Using references to relevant theories, concepts and appropriately chosen examples about different types of equations, write an assignment of 3000 words for the following topic. 1. The concept and nature of simple algebraic, quadratic and exponential equations. 2. The solution to simple algebraic equation. Discuss how to apply solution in solving a simple algebraic equation. 3. The solution to quadratic equation using the three basic methods: factoring, quadratic, the quadratic formula, and completing the square. Discuss how to apply all of the methods in solving a quadratic equation. 4. The solution to exponential equation. Discuss how to apply solution in solving exponential equation. Your report should contain the following:  Introduction: Overall plan of the work with a reference to the discussion about the meaning and concept of simple algebraic, quadratic, exponential equations. (400 words equivalent)  Solution and Discussion Solution to simple algebraic equations as well as the manner how to check or verify to determine if the answer is correct. Student needs to provide two (2) examples, one with brackets and the other one without bracket and discuss the solution and the manner of checking the answers. (500 words equivalent) Solution to the three basic methods in solving quadratic equation as well as the manner how to check or verify to determine if the answer is correct . Student needs to provide one example for each with appropriate discussion of the solution and the manner of checking the answers. (1,200 words equivalent) Solution to exponential equations as well as the manner how to check or verify to determine if the answer is correct. Student needs to provide two examples: one with common base and one with different bases including appropriate discussion of the solution and the manner of checking the answers. (500 words equivalent)  Conclusion – Student needs to summarise the key points in the discussion. (400 words equivalent) ***END OF ASSIGNMENT TASK*** Guidelines to Students:  Diagrams are an effective and efficient method of conveying information. To obtain good marks it will be necessary to include diagrams where relevant to illustrate your discussion.  Make sure that you incorporate these diagrams fully into your reports. In other words make sure you refer to them in your text. Information should be drawn from respected reputable academic sources such as textbooks and academic journals, and reports from economic think tanks. GGEC4003 - Quantitative Methods AY: 2019-2020 / 2nd Semester Marking Scheme Question No. Description Marks Allocated Introduction – Meaning and concept of : 1 Simple algebraic equation (5 marks) Quadratic equation (5 marks) Exponential equation (5 marks) 15 Solution to simple algebraic equation 2 Without brackets – Example with solution and checking (5 marks) Discussion (5 marks) 20 With brackets – Example with solution and checking (5 marks) Discussion (5 marks) Solution of the three basic methods in solving quadratic equation Factoring – Example with solution and checking (6 marks) Discussion (4 marks) 3 Quadratic formula-Example with solution and checking (6 marks) Discussion (4 marks) 30 Completing the square – Example with solution and checking (6 marks) Discussion (4 marks) Solution to exponential equation 4 With common base – Example with solution and checking (6 marks) Discussion (4 marks) 20 Without common bases – Example with solution and checking (6 marks) Discussion (4marks) Conclusion - Summary of the significant points 5 Simple algebraic equation (4 marks) Quadratic equation (7 marks) Exponential equation (4 marks) Total 15 100 Plagiarism 1. Plagiarism, which can be defined as using without acknowledgement another person’s words or ideas and submitting them for assessment as though it were one’s own work, for instance by copying, translating from one language to another or unacknowledged paraphrasing. Further examples of plagiarism are given below: Use of any quotation(s) from the published or unpublished work of other persons, whether published in textbooks, articles, the Web, or in any other format, which quotations have not been clearly identified as such by being placed in quotation marks and acknowledged. Use of another person’s words or ideas that have been slightly changed or paraphrased to make it look different from the original. Summarising another person’s ideas, judgments, diagrams, figures, or computer programmes without reference to that person in the text and the source in a bibliography or reference list. Use of services of essay banks and/or any other agencies. Use of unacknowledged material downloaded from the Internet. Re-use of one’s own material except as authorised by the department. 2. Collusion, which can be defined as when work that has been undertaken by or with others is submitted and passed off as solely as the work of one person. This also applies where the work of one candidate is submitted in the name of another. Where this is done with the knowledge of the originator both parties can be considered to be at fault. 3. Fabrication of data, making false claims to have carried out experiments, observations, interviews or other forms of data collection and analysis, or acting dishonestly in any other way. Plagiarism Detection Software (PDS) As part of its commitment to quality and the maintenance of academic standards, the University reserves the right to use Plagiarism Detection Software (PDS), including Turnitin. Such software makes no judgment as to whether a piece of work has been plagiarised; it simply highlights sections of text that have been found in other sources. The use of plagiarism detection software fulfills two functions. The first is to enhance student learning (i.e. as a developmental tool); the second is to guard against and identify unfair practice in assessment. Further information and guidance can be found in the University’s policy on the Use of Plagiarism Detection Software.
Purchase answer to see full attachment
Explanation & Answer:
3000 Words
User generated content is uploaded by users for the purposes of learning and should be used following Studypool's honor code & terms of service.

Explanation & Answer

I have finished the essay. If you hand in this essay as is, it is plagiarism. You will need to format it as well. There is plenty of time for you to read the essay, learn how to do these equations and rewrite it in your own words. In future, please give tutors more time than one day to write a 3000 word essay, especially when the essay is due more than a month away.

Algebraic equations allow people to solve for quantities that are not known. Many times it is not
possible to directly figure out how much something is through a measurement alone. You might also
want to predict what something is without building everything necessary to find out. If you know, for
example that something costs $10, and you want to know how many you could buy with $500, you can
set up an equation, 10X = 500. Ten represents the rate, and X represents the unknown. To solve any
equation, mathematicians use various methods to use known information to find unknown information.
They set up the information in a number sentence, and then do inverse operations to isolate the
unknown. This essay will talk about how to solve the three most common types of single variable
equations: linear equations, quadratic equations, and exponential equations.
All equations are built out of quantities and variables. Variables are unknown so they cannot be
represented by exact numbers. Unknowns are usually represented by the letter X but it helps the person
solving the equation if they use letters that hint at the answers. For example, if you were trying to solve
for how many Widgets are going to be needed, the variable could be written as W. They are called
equations because one quantity, also known as an expression, is equivalent to another expression. If for
example we say that six cereal boxes cost forty-two dollars, we could write this as an equation: 6C = 42.
The unknown, C, denotes the price of the Cereal box. It is obvious that six times whatever the price is is
equivalent to the total 42. So both expressions are placed at opposite sides of the equal sign. Whenever
steps are taken to solve any equation, whatever is done to one side of the equation must be done to the
other side in exactly the same way. If this does not happen, the equivalent relationship between the two
expressions will be changed. For example, if you added 5 to one side and not the other, you would get
6C = 47. The expression would then say they price of six cereal Boxes is forty-seven dollars instead of
forty-two. This would be a different problem. If you added 5 to both sides of the equation, you would
get 6C + 5 = 47, which is differently phrased but still expresses the same relationship as before. Five
more than the 6 boxes of cereal is five more than forty-two, or forty seven.
For this reason, when one is to solve an equation, one must do the same operations to both sides of the
equation in order to isolate the variable. If this is done, the equivalence and the expression is
maintained. The complexity is simplified. Let us solve the equation already discussed as an example: 6C
+ 5 = 47. The C value on the right needs to be isolated so that the value can be determined. There is a 6
and a 5 on that side that must be removed. It would change the relationship if one just crossed them
out. The first thing one should do is subtract the five on both sides. This helps isolate the variable. 6C + 5
– 5 = 47 – 5. Numbers go with numbers and variable expressions go with variable expressions that are
like them. This is called combining like terms and must be done so that equations become easy to solve.
The...


Anonymous
I was stuck on this subject and a friend recommended Studypool. I'm so glad I checked it out!

Studypool
4.7
Trustpilot
4.5
Sitejabber
4.4

Related Tags