Docsity
Docsity

Prepare for your exams
Prepare for your exams

Study with the several resources on Docsity


Earn points to download
Earn points to download

Earn points by helping other students or get them with a premium plan


Guidelines and tips
Guidelines and tips

MGF 1106 Mathematics for Liberal Arts Exam 1 Review Questions and Answers, Exams of Mathematics for Liberal Arts

A comprehensive set of review questions and answers for mgf 1106 mathematics for liberal arts exam 1. It covers key concepts such as statements, compound statements, connectives, negation, conditional statements, truth tables, sets, and number systems. Designed to help students prepare for the exam by providing a thorough understanding of the course material.

Typology: Exams

2024/2025

Available from 02/04/2025

Your_Assignment_Handlers
Your_Assignment_Handlers 🇺🇸

520 documents

1 / 13

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Mathematics for Liberal Arts
MGF 1106
MGF 1106 Mathematics for liberal Arts 1
MGF 1106 Exam
Course Title and Number: MGF 1106 Mathematics for
liberal Arts 1 Exam
Exam Title: MGF 1106 1 Exam
Exam Date: Exam 2024- 2025
Instructor:[Insert Instructor’s Name]
Student Name:[Insert Student’s Name]
Student ID:[Insert Student ID]
Examination
180 minutes
Instructions:
1. Read each question carefully.
2. Answer all questions.
3. Use the provided answer sheet to mark your responses.
4. Ensure all answers are final before submitting the exam.
5. Please answer each question below and click Submit when you
have completed the Exam.
6. This test has a time limit, The test will save and submit
automatically when the time expires
7. This is Exam which will assess your knowledge on the course
Learning Resources.
Good Luck!
pf3
pf4
pf5
pf8
pf9
pfa
pfd

Partial preview of the text

Download MGF 1106 Mathematics for Liberal Arts Exam 1 Review Questions and Answers and more Exams Mathematics for Liberal Arts in PDF only on Docsity!

Mathematics for Liberal Arts

MGF 1106

MGF 1106 Mathematics for liberal Arts 1

MGF 1106 Exam

Course Title and Number: MGF 1106 Mathematics for liberal Arts 1 Exam Exam Title: MGF 1106 1 Exam Exam Date: Exam 2024- 2025 Instructor: [Insert Instructor’s Name] Student Name: [Insert Student’s Name] Student ID: [Insert Student ID]

Examination

180 minutes

Instructions:

  1. Read each question carefully.
  2. Answer all questions.
  3. Use the provided answer sheet to mark your responses.
  4. Ensure all answers are final before submitting the exam.
  5. Please answer each question below and click Submit when you have completed the Exam.
  6. This test has a time limit, The test will save and submit automatically when the time expires
  7. This is Exam which will assess your knowledge on the course Learning Resources.

Good Luck!

🤔 Hybridgrades101@gmail.com

MGF 1106 Mathematics for Liberal Arts

MGF 1106 Exam 1 Review Questions and

Answers | 100% Pass Guaranteed | Graded

A+ |

Read All Instructions Carefully and Answer All the Questions Correctly Good Luck: When are ordered pairs equal? - =Answer>> The are equal provided that their first components are equal and their second components are equal. What is a statement? - =Answer>> It is a declarative sentence that is either true or false, but not simultaneously. What is a compound statement? - =Answer>> It is formed by combining two or more statements. What is a component statement? - =Answer>> It is the statement that makes up a compound statement. List examples of connectives. - =Answer>> And, or, not, if...then. Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔

🤔 Hybridgrades101@gmail.com

What is the negation of P - =Answer>> Direct Statement (Valid) - =Answer>> If P then Q P


Q Contrapositive (Valid) - =Answer>> If P then Q -Q


-P Transitive (Valid) - =Answer>> If P then Q If Q then R


If P then R Disjunctive Syllogism (Valid) - =Answer>> P V Q -Q / -P


P / Q Fallacy of Converse (Invalid) - =Answer>> If P then Q Q


P Fallacy of Inverse (Invalid) - =Answer>> If P then Q -P


-Q Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔

🤔 Hybridgrades101@gmail.com

False Chains - =Answer>> If P then Q / If P then Q If P then R / If R then Q


If Q then R / If P then R Disjunctive Fallacy - =Answer>> P V Q / P V Q P / Q


-Q / -P Natural/Counting Numbers - =Answer>> 1,2,3, Elipsis - =Answer>> ... inductive reasoning - =Answer>> Specific --> general. Starts with a conclusion. Counterexample - =Answer>> any example that proves a conditional statement false. Only one exception is necessary to prove a conjecture false. If no counterexample is found, then the conjecture is neither proven or disproven. Deductive reasoning - =Answer>> General --> Specific. Hypothesis Well defined set - =Answer>> A set is well defined if its contents can be clearly determined. Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔

🤔 Hybridgrades101@gmail.com

one-to-one correspondence - =Answer>> every element must have a match. Empty set - =Answer>> a set with no elements, ∅ { } U - =Answer>> Universal set. Items inside the rectangle may be divided into subsets of U. Disjoint Sets - =Answer>> No elements in common Proper Subset - =Answer>> A proper subset of a set is a subset of that is not equal to. In other words, if is a proper subset of , then all elements of are in but contains at least one element that is not in. For example, if A = { 1 , 3 , 5 } then B = { 1 , 5 } is a proper subset of Complement of a set - =Answer>> The complement of set A, symbolized is the set of all elements in the universal set that are not in set A. A' Intersection - =Answer>> The intersection of sets A and B, symbolized A ∩ B, is the set containing all the elements that are common to both set A and set B. "AND" Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔

🤔 Hybridgrades101@gmail.com

Union - =Answer>> The union of sets A and B, symbolized A ∪B, is the set containing all the elements that are members of set A or of set B (or of both sets.) "OR" Exactly two - =Answer>> All intersections, except for intersections of all 3 Statement - =Answer>> A sentence that can be judged either true or false Subset - =Answer>> ⊆ If any and only if all elements of set A are also elements of set B. Smaller set is the subset, Must include all original subsets. Aristotle - =Answer>> Father of logic Connectives - =Answer>> and, or, if, then Exclusive or - =Answer>> one or the other, but not both Inclusive or - =Answer>> One or the other, but not both Simple statement - =Answer>> A sentence that conveys only one idea and can be assigned a truth value Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔

🤔 Hybridgrades101@gmail.com

Disjunction: True when either or both are true If p is true, then ~p is false If p is false, then ~ is true Set - =Answer>> A collection of objects. Elements - =Answer>> The objects or members of a set. Natural/Counting Numbers - =Answer>> {1,2,3,4...} Whole Numbers - =Answer>> {0,1,2,3,4...} Includes zero. Intergers - =Answer>> {...,-3.-2,-1,0,1,2,3,...} All numbers including positive, negative and zero. Rational Numbers - =Answer>> May be written as a terminating decimal (0.25) or a repeating decimal (0.333...) Irrational Numbers - =Answer>> Decimal representations never terminate and never repeat like pi (3.14...) Real Numbers - =Answer>> Can be expressed as a decimal. Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔

🤔 Hybridgrades101@gmail.com

Cardinal Number - =Answer>> The number of elements in a set. Finite Set - =Answer>> If the cardinal number of a set is a particular whole number. Infinite Set - =Answer>> Whenever a set is so large that it's cardinal number is not found among the whole numbers. Equal Set - =Answer>> -The sets contain identical elements. -Every element of set A is an element of set B and every element of set B is an element of set A. Equivalent Sets - =Answer>> Contain the same # of elements, but not necessarily the same elements. Universal Set - =Answer>> The set of all possible elements from which subsets are formed. Universal Set - =Answer>> The set of all possible elements from which subsets are formed. Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔

🤔 Hybridgrades101@gmail.com

Need Writing 🤔Help? We've Got You Covered! ✍ 100% NO A I or Plagiarism Guaranteed🤔 🤔 Thank You for Your Purchase! 🤔 📚 Your Assignment Handlers 🎓 🌟 Unlock Your Academic Success with Expert Support! 🌟 We're thrilled to be a part of your academic journey. Whether you need help with essays, ✍ Assignments, 🤔 Exam Prep, 📚 Study Guides, 🤔Coursework Assistance, Online Class Support🤔, or any Academic writing Tasks, we've got you covered! Our services include Essays ✍🤔, Research Papers 🤔🔍, Reports 🤔📈, Theses and Dissertations 🎓📚, Annotated Bibliographies 📚 🤔 , Critical Reviews 🤔🤔, and Proposals 🤔🤔. No matter what you need, we're here to support your success every step of the way! 🌟 🤔 Need Writing Help? We've Got You Covered! ✍ At Your Assignment Handlers, we ensure that all our papers are 100% plagiarism- free. We conduct plagiarism checks using Turnitin before submitting any work, guaranteeing that there's absolutely NO AI or Plagiarism involved. Our service is both private and confidential, you can chat 🤔 with us directly or confidently place your order. Rest assured; we always deliver quality work that meets your needs. 🤔 Chat with us here: 🤔 DM Open 24/7- 🤔 Hybridgrades101@gmail.com Get started by Here placing your order now!:- !!! 🤔 ORDER NOW 🤔 !!! You can 🤔 WhatsApp: Chat Here (https://wa.link/7actr5) that way I will be able to help u Much Fast, better and Conveniently with Ease: 🤔 WhatsApp :Chat Here 🤔 Explore More Academic Support Services: Visit our Website https://payhip.com/YourAssignmenthandlers to discover a wide range of academic support services and products tailored specifically for your courses. Our top-tier academic experts are dedicated to helping you excel in your studies! 🤔 Customized to Your Preferences: Feel free to request any study resource or assistance. We're here to fulfill your requests with high-quality, customized solutions that meet your specific needs. 🤔 Share Your Experience: Your feedback is invaluable! Please consider leaving an honest review of the product you just purchased. It helps us improve the quality of our offerings and allows us to reach more students like you who need support. 🤔 Flexible Pricing: We understand that as a student, budgeting can be tough. We're open to discussing the price of any product or service available in our stores. Our goal is to ensure all our customers leave happy and satisfied. We believe that customer satisfaction is key to building long-lasting relationships and spreading the word about our services. 🎓 "Your Success, Our Mission. Let's Achieve Academic Excellence Together!" 🤔 Feel free to reach out anytime—We're here to help you succeed! 🤔🎓 Get started by Here placing your order now!:- !!! 🤔 ORDER NOW 🤔 !!!