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##### MA 162 - Kentucky Study Resources
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• ###### Ma 162 Finite Mathematics More on Discount and Accumulated Value Notes and Examples
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###### Ma 162 Finite Mathematics More On Discount And Accumulated Value Notes And Examples

School: Kentucky

Course: Finite Mathematics

3 3.1 More on Accumulation and Discount Functions Introduction In previous section, we used (1.03)# of years as the accumulation factor. This section looks at other accumulation factors, including various forms of compound interest. 3.2 Interest earned ve

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###### Exam1PDF

School: Kentucky

MA162 Exam 1 Name_ Time and Day of Recitation_ Section Number_ INSTRUCTIONS: You must show all work to receive credit on a problem. Answers without supporting work will receive zero credit. You may not leave your seat or ask a question after you beg

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###### Exam2aPDF

School: Kentucky

MA162 Exam 2 Name_ Time and Day of Recitation_ INSTRUCTIONS: You must show all work to receive credit on a problem. Answers without supporting work will receive zero credit. You may not leave your seat or ask a question after you begin the examinatio

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###### Exam2bps

School: Kentucky

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###### Exam3bps

School: Kentucky

%!PS-Adobe-3.0 %Title: U:\Courses\MA162\sample_exams\e %Creator: PScript5.dll Version 5.2 %CreationDate: 1/31/2003 13:55:30 %For: molzon %BoundingBox: (atend) %Pages: (atend) %Orientation: Portrait %PageOrder: Special %DocumentNeededResources: (atend

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###### Problems

School: Kentucky

%!PS-Adobe-2.0 %Creator: dvipsk 5.58f Copyright 1986, 1994 Radical Eye Software %Title: problems.dvi %Pages: 25 %PageOrder: Ascend %BoundingBox: 0 0 612 792 %EndComments %DVIPSCommandLine: dvips -o problems.ps problems %DVIPSParameters: dpi=300, comm

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###### 162-Ex3-solutions

School: Kentucky

Solutions to some third exaam problems from the past. 1. i) |A B| = |A| + |B| - |A B| = 93 + 69 - 45 = 117. ii)|A C| = |A| + |C| - |A C| = 93 + 86 - 56 = 123. iii)|B - C| = |B| - |B C| = 69 - 39 = 30. iv) |A B C| = |A| + |B| + |C| - {|A B| +

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###### Lecture_3

School: Kentucky

The third lecture Jan. 22 Section 1.3 Linear functions and mathematical models Section 1.4 Intersection of straight lines Mathematical models Y = f(x) which could be any function, such as y= mx+b. If every variable in the function is only with powe

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###### Lecture_21

School: Kentucky

The Twenty-first Lecture on March 5 4.2 The Simplex Method: Standard Minimization Problems 1. Minimization with <= Constraints The objective function is to be minimization All the variables involved are nonnegative. Each linear constraint may be w

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###### FinalProb

School: Kentucky

Variables Variable Values Objective Function Constraints r 0 3 s 0 1 t 0 5 Computed Bound 0 =H 4 1 5 2 -1 1 7 -3 -1 0= 0 <= 0 >= 18 30 5

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###### Oldfinals_beam_alt

School: Kentucky

Solutions of old final exam problems. Ma 162 Spring 2009 Ma 162 Spring 2009 April 2009 Avinash Sathaye (Ma 162 Spring 2009) Old Finals. April 2009 1 / 29 Introduction. DEPARTMENT OF MATHEMATICS Ma162 Samples from old Final Exams Detailed expla

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###### Quiz5-Version1

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 5 Name Date: April 19, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown.

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###### Quiz5-Version2

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 5 Name Date: April 21, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown.

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###### Quiz1version2solutions

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 1 Name Date: February 3, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Since each part is only worth 1 point, partial

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###### Quiz2version2solutions

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 2 Name Date: March 3, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown. 1

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###### Quiz3version1solutions

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 3 Name Date: March 29, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown.

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###### Quiz3version2solutions

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 3 Name Date: March 31, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown.

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###### Quiz4version1solutions

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 4 Name Date: April 5, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown. 1

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###### Quiz5version2solutions

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 5 Name Date: April 21, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown.

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###### Ma162f05_syllabus

School: Kentucky

Syllabus for Math 162 Recitation: Fall 2005 Section 001, 002, 003, 004 Instructor: Eric Clark Office: 806 Patterson Office Tower Email: eclark@ms.uky.edu http:/www.ms.uky.edu/~eclark Office Hours: Tuesday: 1:00 2:00 Wednesday: 1:00 2:00 Friday: 11:

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###### Ma162syllabus

School: Kentucky

MA 162 Finite Mathematics Recitation Sections 1, 2, 3, & 4 Spring 2005 Instructor: Joel Kilty Oce: POT 718 Phone: 257-6806 Email: jkilty@ms.uky.edu Oce Hours: M 10:00AM - 11:00AM T 10:30AM - 11:30AM W 10:00AM - 11:00AM (in the MathSkeller) Other t

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• ###### MA162 Finite Math Probability Problems
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###### MA162 Finite Math Probability Problems

School: Kentucky

Course: Finite Mathematics

Probability Problems 1] Two people are selected randomly from a group of 12 Republicans and 10 Democrats. [a] Find the probability that both are Democrats. (See [2] above) [b] Find the probability the one is a Republican and one is a Democrat. (See [2] ab

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• ###### Ma 162 Worksheet with Solutions
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###### Ma 162 Worksheet With Solutions

School: Kentucky

Course: Finite Mathematics

MA 162 - Recitation Worksheet Solutions - Feb. 4, 2014 Annuities and Loans 1. Claire takes out a home loan worth \$80,000 today. She will repay the loan by making equal payments at the end of each month for the next 20 years. The interest is 9.0% APR compo

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• ###### MA 162 Finite Math Worksheet and Solutions-- Value of Money
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###### MA 162 Finite Math Worksheet And Solutions-- Value Of Money

School: Kentucky

Course: Finite Mathematics

MA 162 - Finite Math Introduction & Time Value of Money 1. Compute the following expressions using your calculator, and be sure to include at least 3 decimal places in your answer. 0.07 36 1 1 + 12 0.08 (12, 000) 12 b.) c.) 200 a.) 1000 (1 + 0.06) 0.07

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• ###### MA 162 Finite Math Matrix Problems and Solutions
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###### MA 162 Finite Math Matrix Problems And Solutions

School: Kentucky

Course: Finite Mathematics

We start with a system of equations (right), to be solved. The number of variables must equal the number of equations, both equal to 3 here: x - y + 3z = 2 2x + y + 2z = 2 -2x - 2y + z = 3 Write the given system (above) as a single matrix equation: Capita

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• ###### MA162 Finite Mathematics Notes With Solutions Loans
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###### MA162 Finite Mathematics Notes With Solutions Loans

School: Kentucky

Course: Finite Mathematics

MA162: Finite mathematics Financial Mathematics Paul Koester University of Kentucky February 3, 2014 Schedule: Loans An amount \$P is borrowed. (P stands for principal, or present value) The loan is to be repaid by making regular payments of size \$R and th

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• ###### Ma162 Finite Mathematics Set Theory and Counting Notes and Problems
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###### Ma162 Finite Mathematics Set Theory And Counting Notes And Problems

School: Kentucky

Course: Finite Mathematics

• 14 Pages
• ###### MA162 Lecutre Notes Without Solutiuons Loans and Annuities
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###### MA162 Lecutre Notes Without Solutiuons Loans And Annuities

School: Kentucky

Course: Finite Mathematics

MA162: Finite mathematics Financial Mathematics Paul Koester University of Kentucky February 3, 2014 Schedule: Loans An amount \$P is borrowed. (P stands for principal, or present value) The loan is to be repaid by making regular payments of size \$R and th

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• ###### MA 162 Finite Mathematics Lecture Notes with Soluitons Time Value of Money
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###### MA 162 Finite Mathematics Lecture Notes With Soluitons Time Value Of Money

School: Kentucky

Course: Finite Mathematics

• 9 Pages
• ###### MA162 Finite Mathematics Annuities Problems
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###### MA162 Finite Mathematics Annuities Problems

School: Kentucky

Course: Finite Mathematics

• 55 Pages
###### Exam2_review

School: Kentucky

Course: Applied Finite Mathematics

Sample Exam 2 Solved. Avinash Sathaye (Ma 162 Spring 2010) Ma 162 Spring 2010 Ma 162 Spring 2010 March 8, 2010 Old Ex2 March 8, 2010 1 / 16 Question 1. Consider the following Matrices and answer the questions. In each case, either calculate the expression

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###### Exam1_sp08_sol

School: Kentucky

Course: Applied Finite Mathematics

DEPARTMENT OF MATHEMATICS Ma 162 First Exam February 4, 2008 DO NOT TURN THIS PAGE UNTIL YOU ARE INSTRUCTED TO DO SO. Instructions: Be sure your name, section number, and student ID are lled in below. Cell phones must be OFF and put away before you open t

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###### Exam 3 Solution

School: Kentucky

Course: Applied Finite Mathematics

DEPARTMENT OF MATHEMATICS Problems from old third exams. The actual exam is expected to have 8 questions. It is recommended that all the following problems be reviewed along with the homework and quizzes. Useful formulas as they appear on exam front. (1)

• 7 Pages
###### Exam1_v1_lawhs

School: Kentucky

Course: Applied Finite Mathematics

DEPARTMENT OF MATHEMATICS Ma 162 First Exam February 4, 2008 DO NOT TURN THIS PAGE UNTIL YOU ARE INSTRUCTED TO DO SO. Instructions: Be sure your name, section number, and student ID are lled in below. Cell phones must be OFF and put away before you open t

• 4 Pages
###### Exam2_sp08_sol

School: Kentucky

Course: Applied Finite Mathematics

Ma 162 Second Exam v1 1 DEPARTMENT OF MATHEMATICS Solutions to Ma 162 Second Exam March 3, 2008 1. Consider the following Matrices and answer the questions. In each case, either calculate the expression or explain why it is not dened. 23 4 3 B = 25 3 A =

• 7 Pages
###### Sample Exam 4

School: Kentucky

Course: Applied Finite Mathematics

DEPARTMENT OF MATHEMATICS Ma162 Samples from old Final Exams Detailed explanations are supplied only for problems in chapters 6,7. 1. Fred Foy has \$100, 000 to invest in stocks, bonds and a money market account. The stocks have an expected return rate of

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###### Final Exam Solution

School: Kentucky

Course: Applied Finite Mathematics

DEPARTMENT OF MATHEMATICS Ma162 Samples from old Final Exams This is for your practice. 1. Fred Foy has \$100, 000 to invest in stocks, bonds and a money market account. The stocks have an expected return rate of 10% per year, the bonds pay 6% per year and

• 152 Pages
###### Sample Final Exam

School: Kentucky

Course: Applied Finite Mathematics

Solutions of old nal exam problems. Ma 162 Spring 2010 Ma 162 Spring 2010 April 2010 Avinash Sathaye (Ma 162 Spring 2010) Old Finals. April 2010 1 / 29 Introduction. DEPARTMENT OF MATHEMATICS Ma162 Samples from old Final Exams Detailed explanations are su

• 59 Pages
###### Exam1_review

School: Kentucky

Course: Applied Finite Mathematics

Sample Exam 1 Solved. Ma 162 Spring 2010 Ma 162 Spring 2010 February 8, 2010 Avinash Sathaye (Ma 162 Spring 2010) Old Ex1 February 8, 2010 1 / 17 Question 1. The equation for Fahrenheit temperature in terms of Centigrade temperature is F = 9 C + 32. 5 a)

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###### Quiz4-Version2

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 4 Name Date: April 7, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown. 1

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###### Quiz3-Version1

School: Kentucky

MA 162 Finite Mathematics Recitation Quiz 3 Name Date: March 29, 2005 Please answer all questions completely. Be sure to write neatly so that your solution may be read as you intended it to be read. Partial credit will be awarded if work is shown.

• 2 Pages
###### R1

School: Kentucky

MA162 Review 1 The following topics and skills will be examined in the rst midterm test. Solving 2 2 systems. Demand and supply curves. Converting between augmented matrices and systems of equations. Rewriting systems of equations as matrix equati

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###### Lec2

School: Kentucky

Lecture on sections 1.3,1.4 Ma 162 Spring 2009 Ma 162 Spring 2009 January 26, 2009 Avinash Sathaye (Ma 162 Spring 2009)Beginning of Coordinate Geometry January 26, 2009 1 / 14 Review: Basic Denitions. A linear function of one variable x is a fun

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###### Lec10

School: Kentucky

Understanding monetary transactions. Ma 162 Spring 2009 Ma 162 Spring 2009 March 2009 Avinash Sathaye (Ma 162 Spring 2009) Interesting! March 2009 1 / 15 The Simple Interest. Interest is rent on borrowed money. We use the notation P for princip

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###### Lec10alt

School: Kentucky

Understanding monetary transactions. Ma 162 Spring 2009 Ma 162 Spring 2009 March 2009 Avinash Sathaye (Ma 162 Spring 2009) Interesting! March 2009 1 / 15 The Simple Interest. Interest is rent on borrowed money. We use the notation P for princip

• 1 Page
###### Lec11alt

School: Kentucky

Understanding Annuities. Ma 162 Spring 2009 Ma 162 Spring 2009 March 2009 Avinash Sathaye (Ma 162 Spring 2009) Multiply Interesting! March 2009 1 / 12 Some Algebraic Terminology. We recall some terms and calculations from elementary algebra. A

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###### Lec11

School: Kentucky

Understanding Annuities. Ma 162 Spring 2009 Ma 162 Spring 2009 March 2009 Avinash Sathaye (Ma 162 Spring 2009) Multiply Interesting! March 2009 1 / 12 Some Algebraic Terminology. We recall some terms and calculations from elementary algebra. A

• 7 Pages
###### Solex3prob

School: Kentucky

DEPARTMENT OF MATHEMATICS Problems from old third exams. Useful formulas. (1)Simple Interest: I = P rt. Accumulation: A = P (1 + rt). (2)Compound Interest Accumulation: A = P (1 + i)n . Present value: P = A(1 + i)(n) . (3)Eective rate: ref f = (1

• 9 Pages
###### T2

School: Kentucky

%!PS-Adobe-2.0 %Creator: dvipsk 5.58f Copyright 1986, 1994 Radical Eye Software %Title: t2.dvi %Pages: 6 %PageOrder: Ascend %BoundingBox: 0 0 612 792 %EndComments %DVIPSCommandLine: dvips -o t2.ps t2 %DVIPSParameters: dpi=300, comments removed %DVIPS

• 1 Page
###### Lec9alt

School: Kentucky

Understanding the Simplex algorithm. Ma 162 Spring 2009 Ma 162 Spring 2009 February 2009 Avinash Sathaye (Ma 162 Spring 2009) Matrices February 2009 1 / 12 Standard Optimization Problems. A standard maximization problem can be conveniently desc

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###### Lec3

School: Kentucky

Lecture on sections 2.1, 2.2 Ma 162 Spring 2009 Ma 162 Spring 2009 January 26, 28 2009 Avinash Sathaye (Ma 162 Spring 2009) Solving Linear Equations. January 26, 28 2009 1 / 16 Chapter 2.1, 2.2 Solving Linear Equations. As we have seen before,

• 7 Pages
###### Ex4

School: Kentucky

DEPARTMENT OF MATHEMATICS Ma162 Final EXAM Spring 2005 May 4, 2005 DO NOT TURN THIS PAGE UNTIL YOU ARE INSTRUCTED TO DO SO. Be sure to show all work and justify your answers. There are 6 problems and a total of 7 pages including this one. You are all

• 1 Page
###### Lec7

School: Kentucky

The Linear Programming Begins Ma 162 Spring 2009 Ma 162 Spring 2009 February 2009 Avinash Sathaye (Ma 162 Spring 2009) Matrices February 2009 1 / 17 Inequalities. We discuss inequalities in two or more variables. An inequality in one variable l

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###### Lec4

School: Kentucky

Lecture on section 2.3 Ma 162 Spring 2009 Ma 162 Spring 2009 February 2 2009 Avinash Sathaye (Ma 162 Spring 2009) Gauss Jordan Elimination February 2 2009 1 / 15 Terminology for Gauss-Jordan Elimination. We now explain the general Gauss-Jordan

• 110 Pages
###### Syll

School: Kentucky

Russell Brown MW 11 11:50 O ce: POT741 Phone: 257-3951 Messages: 257-3336 M2 3, W2 3, F 10 11 and by appointment. Text: S. Farlow and G. Haggard, Finite Mathematics and its Applications, 2nd edition. Custom copy for University of Kentucky In this cou

• 55 Pages
###### R2

School: Kentucky

MA162 Review 2 The following topics and skills will be examined in the second midterm test. Graphing the feasible set of a system of linear inequalities in two variables. Finding corner points Formulating written descriptions of feasible sets as li

• 130 Pages
###### Handout

School: Kentucky

1 Post-optimal analysis Notes written by Carl Brezovec. This set of notes discusses post-optimal analysis or how to draw conclusions after one has found the optimal solution of a linear program. The exercises concentrate on the interpretation of info

• 1 Page
###### Lec5x

School: Kentucky

Supplementary Lecture on section 2.4 Ma 162 Spring 2009 Ma 162 Spring 2009 February 11- 2009 Avinash Sathaye (Ma 162 Spring 2009) Matrices February 11- 2009 1 / 6 Definition of a Matrix. The aim of this supplementary lecture is to help you unde

• 1 Page
###### Lec8alt

School: Kentucky

Lecture Simplex algorithm I Ma 162 Spring 2009 Ma 162 Spring 2009 February 2009 Avinash Sathaye (Ma 162 Spring 2009) Matrices February 2009 1 / 14 Old problem with a new method. We recall the problem we solved using the graphic method. Maximiz

• 1 Page
###### Lec8

School: Kentucky

Lecture Simplex algorithm I Ma 162 Spring 2009 Ma 162 Spring 2009 February 2009 Avinash Sathaye (Ma 162 Spring 2009) Matrices February 2009 1 / 14 Old problem with a new method. We recall the problem we solved using the graphic method. Maximiz

• 1 Page
###### Lec12

School: Kentucky

Lectures on Sets. Ma 162 Spring 2009 Ma 162 Spring 2009 April 2009 Avinash Sathaye (Ma 162 Spring 2009) Chapter 6. April 2009 1 / 12 Set Notations. Sets are collections of objects. For convenience and to avoid some logical problems, we always a

• 9 Pages
###### Exam3162sp07_v1_lawhs

School: Kentucky

Ma 162 Third Exam v1 8 1 1. 2. 3. 4. 5. 6. Answer Key for exam3162sp07 v1 i) 7.2290077 ii) B iii) 1072.290077 iv) 1071.0 i) 16033.34244 ii) 2786.65756 Monthly saving: 4760.814261 (a)(i) (b)(i) U \ (A B {0, 2} C) (a)(ii) (b)(ii) C \A {0, 1} a) 456

• 87 Pages
###### Exam3

School: Kentucky

MA 162 - 401, 402 Exam 3 November 24, 1998 Name: Section: 1. 10 points Let U = f1; 2; 3; 4; 5; 6; 7; 8; 9; 10g, A = fx j x is eveng, B = fx j x is oddg, C = fx j x is primeg, and D = f2; 3g. a Is C B ? b Is D C ? c Find A D. d Find B C . e Find C

• 8 Pages
###### Exam2_v1

School: Kentucky

• 2 Pages
###### Exam3apdf

School: Kentucky

! " % * ! 3 \$) ! &\$' 2 * ! 4' ,' 7. \$' 5 75 " 2 5 6' ,4' 7 * 7 2 ./ 35 4 5 01 12 \$') # &\$' 01 12 4 2 &\$4' / \$ () \$') +,./ 8' 7 " 7 7 57 * 0 ! 9 +8- :2 . ;< 7 .* +6: # " " ,' \$4' \$' 94 44 " ,4 .* ! 6 \$ \$ 6 = , , 8 \$ , , 8 4 \$' '5 , , 8 \$

• 2 Pages
###### Exam1apdf

School: Kentucky

! " \$ ) \$ . 0 \$ ) " &, -&+, . # ' ' ' 5 6 " 7 : 6 < " ( ) ( * ( <=> , ) / )+ &% : : : - &+ &* 8 &, 9 ,( ' ' 1 2 # &, ' ' . 4 ) + % # # * + + , # - /, 1 " -&,', -& , 23 % &' , " &' ( ' ' - ,; - (+ & , , ? , & , ? @ \$ & 6 " ' A# * ( & & & ? & ' @9

• 2 Pages
###### Exam1bpdf

School: Kentucky

! " \$ ) \$ . / \$ 3 * " &(, -&4, . # ' ' ' 5 6 " 7 : 6 < " ( ) ( * ( <=> , ) + &; ; : : : - &+ &* 8 &, 9 ,( ' ' 0 1 # &+ ' ' . ) + % # # * + + , # - %, 0 " -&(', -& , 12 % (' , " &' ( ' ' - ,; - (+ & , , ? ) , & , ? & & & & ? 3 @ \$ & 6 " ' A# ' @9 :

• 12 Pages
###### Final

School: Kentucky

%!PS-Adobe-2.0 %Creator: dvipsk 5.58f Copyright 1986, 1994 Radical Eye Software %Title: final.dvi %Pages: 12 %PageOrder: Ascend %BoundingBox: 0 0 612 792 %EndComments %DVIPSCommandLine: dvips -o final.ps final %DVIPSParameters: dpi=300, comments remo

• 1 Page
###### Oldfinals_beam

School: Kentucky

Solutions of old final exam problems. Ma 162 Spring 2009 Ma 162 Spring 2009 April 2009 Avinash Sathaye (Ma 162 Spring 2009) Old Finals. April 2009 1 / 29 Introduction. DEPARTMENT OF MATHEMATICS Ma162 Samples from old Final Exams Detailed expla

• 4 Pages
###### Exam2_v1_sol

School: Kentucky

Ma 162 Second Exam v1 1 DEPARTMENT OF MATHEMATICS Solutions to Ma 162 Second Exam March 3, 2008 1. Consider the following Matrices and answer the questions. In each case, either calculate the expression or explain why it is not dened. 3 A = 4 2

• 7 Pages
###### Exam3162sp05

School: Kentucky

DEPARTMENT OF MATHEMATICS Ma162 Third EXAM Spring 2005 April 11, 2005 DO NOT TURN THIS PAGE UNTIL YOU ARE INSTRUCTED TO DO SO. Be sure to show all work and justify your answers. Unsupported answers will get no credit, even when they are correct! The

• 1 Page
###### Lec14

School: Kentucky

Probability. Ma 162 Spring 2009 Ma 162 Spring 2009 April 2009 Avinash Sathaye (Ma 162 Spring 2009) Chapter 7. April 2009 1 / 16 Sample Spaces. Sample space: The scientific investigation of a phenomenon consists of the following steps. Make som

• 1 Page
###### Lec14alt

School: Kentucky

Probability. Ma 162 Spring 2009 Ma 162 Spring 2009 April 2009 Avinash Sathaye (Ma 162 Spring 2009) Chapter 7. April 2009 1 / 16 Sample Spaces. Sample space: The scientific investigation of a phenomenon consists of the following steps. Make som

• 8 Pages
###### Ex1

School: Kentucky

DEPARTMENT OF MATHEMATICS Ma162 FIRST EXAM Spring 2004 February 16, 2004 DO NOT TURN THIS PAGE UNTIL YOU ARE INSTRUCTED TO DO SO. Be sure to show all work and justify your answers. There are 7 problems and a total of 8 pages including this one. You a

• 14 Pages
###### Solex3_alt

School: Kentucky

DEPARTMENT OF MATHEMATICS Problems from old third exams. Useful formulas. (1)Simple Interest: I = P rt. Accumulation: A = P (1 + rt). (2)Compound Interest Accumulation: A = P (1 + i)n . Present value: P = A(1 + i)(-n) . (3)Effective rate: ref f =

• 1 Page
###### Venndiag2

School: Kentucky

U 4 B 6 5 A 1 Venn Diagram 0 2 3 C 7

• 5 Pages
###### Solvertutor

School: Kentucky

Microsoft Excel 9.0 Sensitivity Report Worksheet: [Book1]Sheet1 Report Created: 11/10/2000 10:51:33 AM Adjustable Cells Cell Name \$D\$9 Solution x1 \$E\$9 Solution x2 \$F\$9 Solution x3 Constraints Cell Name \$G\$6 Constraint 1 Total \$G\$7 Constraint 2 Tota

• 1 Page
###### Mathskeller

School: Kentucky

Mathskeller Tutoring Schedule Monday 10:00 AM to 8:00 PM Tuesday 10:00 AM to 8:00 PM Wednesday 10:00 AM to 8:00 PM Thursday 10:00 AM to 8:00 PM Friday 10:00 AM to 5:00 PM

• 10 Pages
###### Exam2_sp07

School: Kentucky

Ma 162 College Algebra Second Exam vl 9 1 1. 2. Answer Key for exam2162sp07 vl ["x = , 2, "y = , -3, "z = , 1, "w = , -3, "Mary , [63.5, 2, 1] ABC: 1 L1 L2 1 CDE: L1 1 1 L2 P = 1.8 x + 1.8 y + 1.5 z 0x,0y 9 x + 10 y + 8 z 19000 6 y + 5 z 100

• 8 Pages
###### Ex1_old

School: Kentucky

DEPARTMENT OF MATHEMATICS Ma162 FIRST EXAM Spring 2004 February 16, 2004 DO NOT TURN THIS PAGE UNTIL YOU ARE INSTRUCTED TO DO SO. Be sure to show all work and justify your answers. There are 7 problems and a total of 8 pages including this one. You a

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