BBA Program Basic Mathematics Course Code: ASC161 Pre-requisite Courses: Nil WELCOME TO THE CLASS Introduction: I look forward to have a fruitful and meaningful interaction with each one of you during the term. This will however depend on your active participation and attention during the class sessions and an active follow up afterwards. Course Description: The course will stress mainly on developing basics concepts of mathematics. It will include basic mathematical operations
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Lab Quiz 2 | | | 29 | T | 8.1 Graphing and Writing Linear Functions8.2 Reviewing Function Notation | LAB 1—JAN. 29 | | 31 | R | 9.1 Compound Inequalities + Supplement for set-builder notation | | FEB | 5 | T | 12.1 The Algebra of Functions | | | 7 | R | Review for Test 1 Advise Lab Quiz 3 | | | 12 | T | Test 1 (sections 3.4, 3.5, 3.6, 8.1, 8.2, 9.1, and 12.1) | LABS 2 and 3—FEB. 12 | | 14 | R | 4.1 Solving Systems of Linear Equations
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Division algorithm. Prime and composite numbers. Tests of divisibility by 2,3,4,5,9 and 11. Multiples and factors. Factorisation Theorem. H.C.F. and L.C.M. Euclidean algorithm, Logarithms to base 10, laws of logarithms, use of logarithmic tables. Algebra Basic Operations, simple factors, Remainder Theorem, H.C.F., L.C.M. Theory of polynomials, solutions of quadratic equations, relation between its roots and coefficients (Only real roots to be considered). Simultaneous linear equations in two unknowns-analytical
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Week 5 Individual assignment James Mullen MTH/221 10/19/13 John Beris Chapter 15 supplementary question 5 5. Let be a Boolean algebra that is partially ordered by≤. If x, y, z ∈ B, prove that x + y ≤ z if and only if x ≤ z and y ≤ z. If x ≤ z and y ≤ z, then from Exercise 6(b) of Section 15.4 we have x + y ≤ z + z. And by the Idempotent Law we have z + z = z. Conversely, suppose that x + y ≤ z.We find that x ≤ x + y, because x(x + y) = x + xy (by the Idempotent Law) _ x (by the
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Assignment 5 1 Assignment 5 DeJuan Stanley MAT 221 Prof Timothy Kilgore June 2, 2014 MAT 221 Week 5 Assignment Buried treasure. Ahmed has half of a treasure map, which indicates that the treasure is buried in the desert 2x + 6 paces from Castle Rock. Vanessa has the other half of the map. Her half indicates that to find the treasure, one must get to Castle Rock, walk x paces to the north, and then walk 2x + 4 paces to the east. If they share their
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2014 | Class Meetings: | Tuesday and Thursday 12:00pm -1:50pm | Credit Hours: | Four (4) | Lecture Hours: | 40 | Lab Hours: | 0 | Course Length: | 11 weeks | Prerequisite(s): | None | Textbook: | Martin-Gay. (2014). Pre-Algebra & Introductory Algebra, Plus NEW MyMathLab with Pearson eText--Custom Valuepack Access Card, 4th Edition. NJ: Pearson. | Instructional Materials: | Textbook, Hand-outs, Outside Readings, VC Library, MyMathLab www.mymathlab.com | Course Description:
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Solving Proportions MAT 222 Roberta Bledsoe July 21, 2013 Solving Proportions When having to solve for proportions we have a process to go through. First we must use the Extreme-Means property. The first problem, example A., is the word problem about bear population. Putting the word problem into an equation we get b/50 = 100/2. We must solve the equation to find what b will equal. Then we have a second problem, example B., which is Y-1/x+3 = -3/4. We will solve example B. until we get to
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entities. 3. What are the advantages and disadvantages of a database (provide 3 each)? Advantages are controlling redundancy, sharing data, and expanding security. Disadvantages are larger file size, increased complexity. 4. What is relational algebra? Identify four different commands and their purpose. A formal system for manipulating relations. Four different commands are Selection whose purpose is to pick rows according to a certain criteria. Projection’s purpose is to pick columns to output
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CHAPTER I INTRODUCTION This study presents the background of the study, the statement of the problem, the significance of the study, and the scope and delimitation of the study. Background of the Study In a globalized economy with a high degree of competition among countries, the success of a nation depends on the educational level of its workforce. Governments should work to ensure that all citizens receive the technological training and experience necessary to participate in the global economy
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Question 3 What theorem is used when two terms in adjacent squares are combined? Question 3 options: Uniting Elimination Multiplying and factoring Consensus Save Question 4 (2 points) Question 4 What law of Boolean algebra justifies using a 1 on a map in two or more covers (loops)? Question 4 options: Commutative laws Associative laws Distributive laws Idempotent laws Save Question 5 (2 points) Question 5 For a three-variable map, which
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