MAT 121: Mathematics for Business and Information Science OPTIONAL Take-Home "Quest" on Chapter 5: Mathematics of Finance 70 Points Total.
|
|
- Baldwin Sparks
- 5 years ago
- Views:
Transcription
1 Name: Section: Date: MAT 121: Mathematics for Business and Information Science OPTIONAL Take-Home "Quest" on Chapter 5: Mathematics of Finance 70 Points Total Guidelines 1. Each student must produce his or her own work for all exercises. This is NOT a group project. Failure to produce individual work will result in a grade of zero and possible additional sanctions. 2. Any acts of academic dishonesty will result in a grade of zero and possible additional sanctions. 3. All exercises are to be completed using only techniques discussed in class. 4. Although a graphing calculator may be used for a significant portion of the work necessary to complete each exercise, at least a minimal amount of work must be shown in order to receive full credit as follows (additional work should be shown as necessary): a. The formula(s) to be used, the value of each variable to be substituted into each formula, and the results of your calculations should be shown for each exercise along with key intermediate results where appropriate. b. For amortization tables and sinking fund schedules, all calculations for the first two rows of each table (not including Row 0) should be shown, but all subsequent rows may be completed without showing work. 5. All work is to be done in the space provided in this packet. If additional room is needed, you may staple additional sheets to the back of this packet as necessary, but please clearly indicate in the space provided for each such exercise that work is on the attached sheet(s) and submit your supplemental work in order of the exercises as presented in this packet. 6. No credit will be given for any exercise to which the submitted work is messy or illegible. 7. This cover page is to be the first page of your completed work when submitted. 8. Completed "quests" must be submitted no later than the beginning of class on the following date: Date Due: Monday, December 4, 2017 Late submissions will not be accepted for any reason and will not be graded. Grade: / 70
2 Directions: Complete each exercise using only techniques discussed in class. You must show all work and clearly indicate final answers to receive full credit How much money will be in an account earning 6 % annual interest compounded quarterly if the 8 account is not touched for 20 years after an initial deposit of $17,500 is made? (6 Points) 2. Assume the wildebeest population exhibits continuous growth at an annual rate of 2.3%. If that growth rate remains constant, determine the total expected number of wildebeests in a herd initially consisting of 4,817 wildebeests 9 years after that initial count was taken. (6 Points)
3 3. Complete the amortization table provided below for a $22,000 loan to be repaid in semiannual 1 installments over a term of five years if the loan carries an annual interest rate of 4 %. 4 (10 Points) Payment Number Amount of Payment Contribution to Principal Contribution to Interest Remaining Principal 0 $ 22,
4 4. Determine the total amount of money in an account into which $800 is deposited on the last day of each quarter for 30 years if the account earns 5% annual interest compounded quarterly. 5. What is the annual percentage yield of an investment with an annual percentage rate of 27.99% compounded monthly? (6 Points) 6. How much money must be deposited into an investment earning 12% annual interest compounded semiannually in order to end up with $34, after 10 years if no additional transactions take place on the account during that time?
5 7. A woman begins investing in an ordinary annuity at the same time a man opens a savings account. Both investments earn 6% annual interest compounded quarterly. The woman deposits $500 into her annuity at the end of each quarter, and the man makes no further transactions on his savings account after his initial deposit. How much must the man deposit so that they both have the same total amount in their respective investments after a term of 10 years? 8. If $5,000 is deposited into a savings account on January 1, 2018, and no further transactions are made on the account, determine the year in which the account will have a balance of $100,000 if the account earns a fixed annual interest rate of 7% compounded quarterly.
6 9. Complete the sinking fund schedule provided below for the accumulation of $50,000 through annual contributions over a term of eight years if the loan carries an annual interest rate of 9%. (10 Points) Deposit Number Amount of Contribution Interest Earned Total Deposit Accumulated Total 0 $
MAT121: Mathematics for Business and Information Science Final Exam Review Packet
MAT121: Mathematics for Business and Information Science Final Exam Review Packet A. Calculate the exact distance (i.e., simplified radicals where appropriate, not decimal approximations using a calculator)
More informationChapter 3 Mathematics of Finance
Chapter 3 Mathematics of Finance Section R Review Important Terms, Symbols, Concepts 3.1 Simple Interest Interest is the fee paid for the use of a sum of money P, called the principal. Simple interest
More informationTime Value of Money. Part III. Outline of the Lecture. September Growing Annuities. The Effect of Compounding. Loan Type and Loan Amortization
Time Value of Money Part III September 2003 Outline of the Lecture Growing Annuities The Effect of Compounding Loan Type and Loan Amortization 2 Growing Annuities The present value of an annuity in which
More informationMath 1324 Finite Mathematics Chapter 4 Finance
Math 1324 Finite Mathematics Chapter 4 Finance Simple Interest: Situation where interest is calculated on the original principal only. A = P(1 + rt) where A is I = Prt Ex: A bank pays simple interest at
More informationLesson 39 Appendix I Section 5.6 (part 1)
Lesson 39 Appendix I Section 5.6 (part 1) Any of you who are familiar with financial plans or retirement investments know about annuities. An annuity is a plan involving payments made at regular intervals.
More information2. A loan of $7250 was repaid at the end of 8 months. What size repayment check was written if a 9% annual rate of interest was charged?
Math 1630 Practice Test Name Chapter 5 Date For each problem, indicate which formula you are using, (B) substitute the given values into the appropriate places, and (C) solve the formula for the unknown
More informationm
Chapter 1: Linear Equations a. Solving this problem is equivalent to finding an equation of a line that passes through the points (0, 24.5) and (30, 34). We use these two points to find the slope: 34 24.5
More informationCopyright 2015 Pearson Education, Inc. All rights reserved.
Chapter 4 Mathematics of Finance Section 4.1 Simple Interest and Discount A fee that is charged by a lender to a borrower for the right to use the borrowed funds. The funds can be used to purchase a house,
More informationUniversity of North Carolina at Charlotte Mathematical Finance Program Comprehensive Exam. Spring, 2015
University of North Carolina at Charlotte Mathematical Finance Program Comprehensive Exam Spring, 2015 Directions: This exam consists of 6 questions. In order to pass the exam, you must answer each question.
More informationSection 5.1 Simple and Compound Interest
Section 5.1 Simple and Compound Interest Question 1 What is simple interest? Question 2 What is compound interest? Question 3 - What is an effective interest rate? Question 4 - What is continuous compound
More informationPlease do your work on a separate sheet of paper and circle your final answers.
QUIZ 3 MAT 340 ANNUITIES Part II LOANS Part I Please do your work on a separate sheet of paper and circle your final answers. 1. Calculate the present value of an annuity immediate that has a sequence
More informationFuture Value Sinking Fund Present Value Amortization. P V = P MT [1 (1 + i) n ] i
Math 141-copyright Joe Kahlig, 14B Page 1 Section 5.2: Annuities Section 5.3: Amortization and Sinking Funds Definition: An annuity is an instrument that involves fixed payments be made/received at equal
More informationBusiness Mathematics Lecture Note #9 Chapter 5
1 Business Mathematics Lecture Note #9 Chapter 5 Financial Mathematics 1. Arithmetic and Geometric Sequences and Series 2. Simple Interest, Compound Interest and Annual Percentage Rates 3. Depreciation
More informationLast Edit Page 1
Course: Mathematical modeling in personal finance. MM.(2) The student uses mathematical processes with graphical and numerical techniques to study patterns and analyze data related to personal finance.
More informationSOCIETY OF ACTUARIES FINANCIAL MATHEMATICS EXAM FM SAMPLE QUESTIONS
SOCIETY OF ACTUARIES EXAM FM FINANCIAL MATHEMATICS EXAM FM SAMPLE QUESTIONS This set of sample questions includes those published on the interest theory topic for use with previous versions of this examination.
More informationFinal Examination MATH NOTE TO PRINTER
Final Examination MATH 329 2003 01 1 NOTE TO PRINTER (These instructions are for the printer. They should not be duplicated.) This examination should be printed on 8 1 2 14 paper, and stapled with 3 side
More informationF.3 - Annuities and Sinking Funds
F.3 - Annuities and Sinking Funds Math 166-502 Blake Boudreaux Department of Mathematics Texas A&M University March 22, 2018 Blake Boudreaux (TAMU) F.3 - Annuities March 22, 2018 1 / 12 Objectives Know
More informationSupplemental/Deferred Examination MATH NOTE TO PRINTER
Supplemental/Deferred Examination MATH 329 2003 01 1 NOTE TO PRINTER (These instructions are for the printer. They should not be duplicated.) This examination should be printed on 8 1 2 14 paper, and stapled
More informationMathematics for Economists
Department of Economics Mathematics for Economists Chapter 4 Mathematics of Finance Econ 506 Dr. Mohammad Zainal 4 Mathematics of Finance Compound Interest Annuities Amortization and Sinking Funds Arithmetic
More information3.1 Simple Interest. Definition: I = Prt I = interest earned P = principal ( amount invested) r = interest rate (as a decimal) t = time
3.1 Simple Interest Definition: I = Prt I = interest earned P = principal ( amount invested) r = interest rate (as a decimal) t = time An example: Find the interest on a boat loan of $5,000 at 16% for
More informationChapter 5 Finance. i 1 + and total compound interest CI = A P n
Mat 2 College Mathematics Nov, 08 Chapter 5 Finance The formulas we are using: Simple Interest: Total simple interest on principal P is I = Pr t and Amount A = P + Pr t = P( + rt) Compound Interest: Amount
More informationSection 5.2 Future Value of an Annuity. Geometric Sequence. Example 1. Find the seventh term of the geometric sequence 5, 20, 80, 320,
Section 5.2 Future Value of an Annuity Geometric Sequence a 1, a 1 r, a 1 r 2, a 1 r 3,, a 1 r n 1 n th term of the sequence: a n = a 1 r n 1 Common Ratio: r = a term the preceding term Example 1. Find
More informationTake-Home Problem Set
Georgia State University Department of Finance MBA 8622 Fall 2003 MBA 8622: Corporation Finance Take-Home Problem Set Instructors: Lalitha Ananthanarayanan, Genna Brown, C.Hodges, A. Mettler, R. Morin,
More informationPrepared by Johnny Howard 2015 South-Western, a part of Cengage Learning
Prepared by Johnny Howard 23 2 T E R M S Annuities Annuity Present value of an annuity Sinking fund Future value of an annuity Ordinary annuity Beginning of the annuity End of the annuity 1 23 3 Figure
More information1. Find the slope and y-intercept for
MA 0 REVIEW PROBLEMS FOR THE FINAL EXAM This review is to accompany the course text which is Finite Mathematics for Business, Economics, Life Sciences, and Social Sciences, th Edition by Barnett, Ziegler,
More informationEnhanced Instructional Transition Guide
Enhanced Instructional Transition Guide High School Courses/Mathematical Models with Applications Unit 13: Suggested Duration: 5 days Unit 13: Financial Planning (5 days) Possible Lesson 01 (5 days) POSSIBLE
More informationExercise Maturity Interest paid Stated rate Effective (market) rate 10 years annually 10% 12%
Exercise 14-2 1. Maturity Interest paid Stated rate Effective (market) rate 10 years annually 10% 12% Interest $100,000 x 5.65022 * = $565,022 Principal $1,000,000 x 0.32197 ** = 321,970 Present value
More informationFin 5413: Chapter 04 - Fixed Interest Rate Mortgage Loans Page 1 Solutions to Problems - Chapter 4 Fixed Interest Rate Mortgage Loans
Fin 5413: Chapter 04 - Fixed Interest Rate Mortgage Loans Page 1 Solutions to Problems - Chapter 4 Fixed Interest Rate Mortgage Loans Problem 4-1 A borrower makes a fully amortizing CPM mortgage loan.
More informationI. Warnings for annuities and
Outline I. More on the use of the financial calculator and warnings II. Dealing with periods other than years III. Understanding interest rate quotes and conversions IV. Applications mortgages, etc. 0
More informationCHAPTER 6. Accounting and the Time Value of Money. 2. Use of tables. 13, a. Unknown future amount. 7, 19 1, 5, 13 2, 3, 4, 7
CHAPTER 6 Accounting and the Time Value of Money ASSIGNMENT CLASSIFICATION TABLE (BY TOPIC) Topics Questions Brief Exercises Exercises Problems 1. Present value concepts. 1, 2, 3, 4, 5, 9, 17 2. Use of
More informationUniversity of North Carolina at Charlotte Mathematical Finance Program Comprehensive Exam. Spring, 2013
University of North Carolina at Charlotte Mathematical Finance Program Comprehensive Exam Spring, 2013 Directions: This exam consists of 8 questions. In order to pass the exam, you must answer each question.
More informationC H A P T E R 6 ACCOUNTING AND THE TIME VALUE OF MONEY. Intermediate Accounting Presented By; Ratna Candra Sari
C H A P T E R 6 ACCOUNTING AND THE TIME VALUE OF MONEY 6-1 Intermediate Accounting Presented By; Ratna Candra Sari Email: ratna_candrasari@uny.ac.id Learning Objectives 1. Identify accounting topics where
More informationADVANCED FINANCIAL MANAGEMENT FIN 400(FACE to FACE) 5:30 PM 6:45 PM: M W FH310
ADVANCED FINANCIAL MANAGEMENT FIN 400(FACE to FACE) 5:30 PM 6:45 PM: M W FH310 Instructor Info: Name: Dr. Kevin Lee; Assistant Professor of Finance Office: Founder s Hall, 323Q Phone: 254.519.5772 Email:
More informationMAC Learning Objectives. Learning Objectives (Cont.)
MAC 1140 Module 12 Introduction to Sequences, Counting, The Binomial Theorem, and Mathematical Induction Learning Objectives Upon completing this module, you should be able to 1. represent sequences. 2.
More informationChapter 13. Annuities and Sinking Funds McGraw-Hill/Irwin. Copyright 2006 by The McGraw-Hill Companies, Inc. All rights reserved.
Chapter 13 Annuities and Sinking Funds 13-1 McGraw-Hill/Irwin Copyright 2006 by The McGraw-Hill Companies, Inc. All rights reserved. Compounding Interest (Future Value) Annuity - A series of payments--can
More informationFundamental Issues in Real Estate Investment Analysis
C O N T E N T S PREFACE XVii P A R T O N E Fundamental Issues in Real Estate Investment Analysis C H A P T E R 1 The Real Estate Investment Decision 2 Investment Analysis: Art and Science 3 Who Are Real
More informationUniversity of North Carolina at Charlotte Mathematical Finance Program Comprehensive Exam. Spring, 2014
University of North Carolina at Charlotte Mathematical Finance Program Comprehensive Exam Spring, 2014 Directions: This exam consists of 8 questions. In order to pass the exam, you must answer each question.
More informationThe Advanced Arithmetic and Theorems of Mutual Fund Statements. Floyd Vest
The Advanced Arithmetic and Theorems of Mutual Fund Statements Floyd Vest Millions and millions of Americans have investments in mutual funds This gives them professional management of their money invested
More informationSOCIETY OF ACTUARIES FINANCIAL MATHEMATICS. EXAM FM SAMPLE QUESTIONS Interest Theory
SOCIETY OF ACTUARIES EXAM FM FINANCIAL MATHEMATICS EXAM FM SAMPLE QUESTIONS Interest Theory This page indicates changes made to Study Note FM-09-05. January 14, 2014: Questions and solutions 58 60 were
More informationStudent Learning Outcomes
Chapter 14: Bonds and Long-Term Notes Part 1 - Bonds Intermediate Accounting II Dr. Chula King Student Learning Outcomes Account for bonds at face value, at a discount, or at a premium using the effective
More informationTime Value Tools: Program Overview
Time Value Tools: Program Overview The Time Value Tools program is used to solve three types of Time Value of Money problems: Single Payment, Series of Payments, and Loan Payments. Each problem may be
More informationCourse Title: Personal Financial Planning Instructor: Contact: Course Description: Course Objectives Intellectual Development: Required Materials:
Course Title: Personal Financial Planning Human Development and Family Studies 483 Instructor: Jeanna Hennick 1337 Palmer 515-294-5215 (office) Contact: Tuesday/Thursday 9:30-10:45 88 LeBaron Course Description:
More informationRES/FIN 9776 Real Estate Finance Spring 2014 M/W 05:50-7:05pm Room: building 22, 137 East 22nd, Room 203
RES/FIN 9776 Real Estate Finance Spring 2014 M/W 05:50-7:05pm Room: building 22, 137 East 22nd, Room 203 Instructor: Professor Ko Wang Office: C-412, building 22, 137 East 22nd Street Phone: (646) 660-6930
More informationTime Value of Money, Part 5 Present Value aueof An Annuity. Learning Outcomes. Present Value
Time Value of Money, Part 5 Present Value aueof An Annuity Intermediate Accounting I Dr. Chula King 1 Learning Outcomes The concept of present value Present value of an annuity Ordinary annuity versus
More informationIntroductory Financial Mathematics DSC1630
/2018 Tutorial Letter 202/1/2018 Introductory Financial Mathematics DSC130 Semester 1 Department of Decision Sciences Important Information: This tutorial letter contains the solutions of Assignment 02
More informationPrinciples of Corporate Finance
Principles of Corporate Finance Professor James J. Barkocy Time is money really McGraw-Hill/Irwin Copyright 2015 by The McGraw-Hill Companies, Inc. All rights reserved. Time Value of Money Money has a
More informationPart 2. Finite Mathematics. Chapter 3 Mathematics of Finance Chapter 4 System of Linear Equations; Matrices
Part 2 Finite Mathematics Chapter 3 Mathematics of Finance Chapter 4 System of Linear Equations; Matrices Chapter 3 Mathematics of Finance Section 1 Simple Interest Section 2 Compound and Continuous Compound
More informationLecture 3. Chapter 4: Allocating Resources Over Time
Lecture 3 Chapter 4: Allocating Resources Over Time 1 Introduction: Time Value of Money (TVM) $20 today is worth more than the expectation of $20 tomorrow because: a bank would pay interest on the $20
More informationChapter 9: Consumer Mathematics. To convert a percent to a fraction, drop %, use percent as numerator and 100 as denominator.
Chapter 9: Consumer Mathematics Definition: Percent To convert a percent to a decimal, drop % and move the decimal two places left. Examples: To convert a percent to a fraction, drop %, use percent as
More information(Refer Slide Time: 3:03)
Depreciation, Alternate Investment and Profitability Analysis. Professor Dr. Bikash Mohanty. Department of Chemical Engineering. Indian Institute of Technology, Roorkee. Lecture-7. Depreciation Sinking
More informationCHAPTER 2. Financial Mathematics
CHAPTER 2 Financial Mathematics LEARNING OBJECTIVES By the end of this chapter, you should be able to explain the concept of simple interest; use the simple interest formula to calculate interest, interest
More informationFinal Examination MATH NOTE TO PRINTER
Final Examination MATH 329 2004 01 1 NOTE TO PRINTER (These instructions are for the printer. They should not be duplicated.) This examination should be printed on 8 1 2 14 paper, and stapled with 3 side
More informationHomework: There will be three assignments making up 20% of your total grade. These assignments will be covered in more detail as the topics are
Course Title: Personal Financial Planning Human Development and Family Studies 483 Instructor: Jeanna Nation 1337 Palmer 515-294-5215 (office) Contact: Tuesday/Thursday 9:30-10:45 67 LeBaron E-mail through
More informationMATHEMATICS OF INVESTMENT STAT-GB COURSE SYLLABUS
STERN SCHOOL OF BUSINESS NEW YORK UNIVERSITY MATHEMATICS OF INVESTMENT STAT-GB.2309.30 Spring 2014 COURSE SYLLABUS Professor Aaron Tenenbein Office: 850 Management Education Center Phone: (212) 998-0474
More informationChapter 5 - Level 3 - Course FM Solutions
ONLY CERTAIN PROBLEMS HAVE SOLUTIONS. THE REMAINING WILL BE ADDED OVER TIME. 1. Kathy can take out a loan of 50,000 with Bank A or Bank B. With Bank A, she must repay the loan with 60 monthly payments
More informationInterest: The money earned from an investment you have or the cost of borrowing money from a lender.
8.1 Simple Interest Interest: The money earned from an investment you have or the cost of borrowing money from a lender. Simple Interest: "I" Interest earned or paid that is calculated based only on the
More informationFRL Managerial Finance I. P. Sarmas Fall Quarter
FRL 300 - Managerial Finance I Section 06: Class #70485 10:45 a.m. - 12:00 p.m. Tuesday & Thursday Building 163 Room 1005 P. Sarmas Fall Quarter 2016 www.cpp.edu/~psarmas Catalog Description: This is the
More informationLesson 7.1: Basic Concepts in Amortization
Lesson 7.1: Basic Concepts in Amortization Do you know? One of the most important and most common applications of annuities in business is the repayment of interest-bearing debts: (1) Amortization; and
More informationMATH 373 Test 3 Fall 2017 November 16, 2017
MATH 373 Test 3 Fall 2017 November 16, 2017 1. Jackson purchases a callable bond. The bond matures at the end of 20 years for 52,000. The bond pays semi-annual coupons of 1300. The bond can be called at
More informationUpon successful completion of this course, the student should be competent to perform the following tasks:
COURSE INFORMATION Course Prefix/Number: BAF 201 Course Title: Principles of Finance Lecture Hours/Week 3.0 Lab Hours/Week 0.0 Credit Hours/Semester 3.0 VA Statement/Distance Learning Attendance Textbook
More information5.1 Simple and Compound Interest
5.1 Simple and Compound Interest Simple Interest Principal Rate Time Ex 1) Simple Interest Future Value Ex 2) Maturity Values Find the maturity value for each loan at simple interest. a. A loan of $2500
More information1. Draw a timeline to determine the number of periods for which each cash flow will earn the rate-of-return 2. Calculate the future value of each
1. Draw a timeline to determine the number of periods for which each cash flow will earn the rate-of-return 2. Calculate the future value of each cash flow using Equation 5.1 3. Add the future values A
More informationMortgages & Equivalent Interest
Mortgages & Equivalent Interest A mortgage is a loan which you then pay back with equal payments at regular intervals. Thus a mortgage is an annuity! A down payment is a one time payment you make so that
More informationAmortization and Sinking Fund Chapter 7. Sir Migo Mendoza
Amortization and Sinking Fund Chapter 7 Sir Migo Mendoza Basic Concepts in Amortization Lesson 7.1 Sir Migo Mendoza Do you know? One of the most important and most common applications of annuities in business
More informationAN ALTERNATIVE APPROACH FOR TEACHING THE INTEREST METHOD AMORTIZATION OF BOND PREMIUMS AND DISCOUNTS
AN ALTERNATIVE APPROACH FOR TEACHING THE INTEREST METHOD AMORTIZATION OF BOND PREMIUMS AND DISCOUNTS Stephen T. Scott Associate Professor School of Commerce Northwestern Business College Chicago, IL 5733
More information2/22/2017. Engineering Economics Knowledge. Engineering Economics FE REVIEW COURSE SPRING /22/2017
FE REVIEW COURSE SPRING 2017 Engineering Economics Paige Harris 2/22/2017 Engineering Economics Knowledge 4 6 problems Discounted cash flow Equivalence, PW, equivalent annual worth, FW, rate of return
More informationThe University of Western Ontario Department of Statistical and Actuarial Sciences ACTUARIAL SCIENCE 2553A Mathematics of Finance
The University of Western Ontario Department of Statistical and Actuarial Sciences ACTUARIAL SCIENCE 2553A Mathematics of Finance -- 2017-18 Instructor Section Day/Time Location email Office/Phone Mr.
More informationChapter 12. Sequences and Series
Chapter 12 Sequences and Series Lesson 1: Sequences Lesson 2: Arithmetic Sequences Lesson 3: Geometry Sequences Lesson 4: Summation Notation Lesson 5: Arithmetic Series Lesson 6: Geometric Series Lesson
More informationMath116Chap10MathOfMoneyPart2Done.notebook March 01, 2012
Chapter 10: The Mathematics of Money PART 2 Percent Increases and Decreases If a shirt is marked down 20% and it now costs $32, how much was it originally? Simple Interest If you invest a principle of
More informationChapter Ten, Debt Financing: Bonds of Introduction to Financial Accounting online text, by Henry Dauderis and David Annand is available under
Chapter Ten, Debt Financing: Bonds of Introduction to Financial Accounting online text, by Henry Dauderis and David Annand is available under Creative Commons Attribution-NonCommercial- ShareAlike 4.0
More informationFunctions - Compound Interest
10.6 Functions - Compound Interest Objective: Calculate final account balances using the formulas for compound and continuous interest. An application of exponential functions is compound interest. When
More information21.1 Arithmetic Growth and Simple Interest
21.1 Arithmetic Growth and Simple Interest When you open a savings account, your primary concerns are the safety and growth of your savings. Suppose you deposit $100 in an account that pays interest at
More informationSolutions to Questions - Chapter 3 Mortgage Loan Foundations: The Time Value of Money
Solutions to Questions - Chapter 3 Mortgage Loan Foundations: The Time Value of Money Question 3-1 What is the essential concept in understanding compound interest? The concept of earning interest on interest
More informationKing Fahd University of Petroleum & Minerals First Major Examination
King Fahd University of Petroleum & Minerals First Major Examination Faculty: Science Semester: 181 Department: Mathematics Course Name: Financial Mathematics Instructor: Abedalhay Elmughrabi Course No:
More informationMcGILL UNIVERSITY FACULTY OF SCIENCE DEPARTMENT OF MATHEMATICS AND STATISTICS MATH THEORY OF INTEREST
McGILL UNIVERSITY FACULTY OF SCIENCE DEPARTMENT OF MATHEMATICS AND STATISTICS MATH 329 2004 01 THEORY OF INTEREST Information for Students (Winter Term, 2003/2004) Pages 1-8 of these notes may be considered
More informationPELLISSIPPI STATE TECHNICAL COMMUNITY COLLEGE MASTER SYLLABUS PRINCIPLES OF ACCOUNTING II ACC 2030
PELLISSIPPI STATE TECHNICAL COMMUNITY COLLEGE MASTER SYLLABUS PRINCIPLES OF ACCOUNTING II ACC 2030 Class Hours: 3.0 Credit Hours: 3.0 Laboratory Hours: 0.0 Revised: Spring 07 * Intended for transfer. Catalog
More information6.1 Simple and Compound Interest
6.1 Simple and Compound Interest If P dollars (called the principal or present value) earns interest at a simple interest rate of r per year (as a decimal) for t years, then Interest: I = P rt Accumulated
More informationSOLUTION METHODS FOR SELECTED BASIC FINANCIAL RELATIONSHIPS
SVEN THOMMESEN FINANCE 2400/3200/3700 Spring 2018 [Updated 8/31/16] SOLUTION METHODS FOR SELECTED BASIC FINANCIAL RELATIONSHIPS VARIABLES USED IN THE FOLLOWING PAGES: N = the number of periods (months,
More informationExample. Chapter F Finance Section F.1 Simple Interest and Discount
Math 166 (c)2011 Epstein Chapter F Page 1 Chapter F Finance Section F.1 Simple Interest and Discount Math 166 (c)2011 Epstein Chapter F Page 2 How much should be place in an account that pays simple interest
More informationLogarithmic and Exponential Functions
Asymptotes and Intercepts Logarithmic and exponential functions have asymptotes and intercepts. Consider the functions f(x) = log ax and f(x) = lnx. Both have an x-intercept at (1, 0) and a vertical asymptote
More informationDerivatives (Futures and Options) (MGMT ; CRN: 34067) Spring 2016
Derivatives (Futures and Options) (MGMT 476-001; CRN: 34067) Spring 2016 Instructor: Dr. Hsuan-Chi Chen Class Schedule: Tuesday and Thursday; 2:00 pm -- 3:15 pm Classroom: ASM 1065 Office Location: ASM
More informationCorporate Finance.
Finance 100 Spring 2008 Dana Kiku kiku@wharton.upenn.edu 2335 SH-DH Corporate Finance The objective of this course is to provide a rigorous introduction to the fundamental principles of asset valuation,
More informationSAMPLE. Chapter 1 DAVE RAMSEY
Chapter 1 DAVE RAMSEY Case Study Savings Rob and Carol were married recently and both have good jobs coming out of college. Rob was hired by The Lather Group as an assistant designer making a starting
More informationU T D THE UNIVERSITY OF TEXAS AT DALLAS
FIN 6360 Futures & Options School of Management Chris Kirby Spring 2005 U T D THE UNIVERSITY OF TEXAS AT DALLAS Overview Course Syllabus Derivative markets have experienced tremendous growth over the past
More informationCOURSE OUTLINE. Course Number Course Title Credits BUS109 Personal Finance 3. Pre-requisites: MAT125 or advisor approved equivalent IST101 or 102
COURSE OUTLINE Course Number Course Title Credits BUS109 Personal Finance 3 Hours: lecture/lab/ Other 3 Lecture Pre-requisites: MAT125 or advisor approved equivalent IST101 or 102 Implementation sem/ year
More informationThe car Adam is considering is $35,000. The dealer has given him three payment options:
Adam Rust looked at his mechanic and sighed. The mechanic had just pronounced a death sentence on his road-weary car. The car had served him well---at a cost of 500 it had lasted through four years of
More information5= /
Chapter 6 Finance 6.1 Simple Interest and Sequences Review: I = Prt (Simple Interest) What does Simple mean? Not Simple = Compound I part Interest is calculated once, at the end. Ex: (#10) If you borrow
More informationPELLISSIPPI STATE TECHNICAL COMMUNITY COLLEGE MASTER SYLLABUS COST ACCOUNTING ACC 2360
PELLISSIPPI STATE TECHNICAL COMMUNITY COLLEGE MASTER SYLLABUS COST ACCOUNTING ACC 2360 Class Hours: 3.0 Credit Hours: 3.0 Laboratory Hours: 0.0 Revised: Fall 04 NOTE: This course is NOT designed for transfer
More informationCONTENTS CHAPTER 1 INTEREST RATE MEASUREMENT 1
CONTENTS CHAPTER 1 INTEREST RATE MEASUREMENT 1 1.0 Introduction 1 1.1 Interest Accumulation and Effective Rates of Interest 4 1.1.1 Effective Rates of Interest 7 1.1.2 Compound Interest 8 1.1.3 Simple
More informationTime Value of Money. Lakehead University. Outline of the Lecture. Fall Future Value and Compounding. Present Value and Discounting
Time Value of Money Lakehead University Fall 2004 Outline of the Lecture Future Value and Compounding Present Value and Discounting More on Present and Future Values 2 Future Value and Compounding Future
More informationREVIEW OF KEY CONCEPTS
REVIEW OF KEY CONCEPTS 7.2 Compound Interest Refer to the Key Concepts on page 507. 1. Find the amount of each investment. a) $400 at 6% per annum, compounded monthly, for 5 years b) $1500 at 4.25% per
More informationAPPENDIX 3 TIME VALUE OF MONEY. Time Lines and Notation
1 APPENDIX 3 TIME VALUE OF MONEY The simplest tools in finance are often the most powerful. Present value is a concept that is intuitively appealing, simple to compute, and has a wide range of applications.
More informationResidential Real Estate for Financing and Investments
Residential Real Estate for Financing and Investments Uddin Md. Kutub (Corresponding Author) Department of Mathematics University of Dhaka, Dhaka 1000, Bangladesh. kutubu9@gmail.com Ahmed Khondoker Mezbahuddin
More informationCHAPTER 4 SIMPLE AND COMPOUND INTEREST INCLUDING ANNUITY APPLICATIONS. Copyright -The Institute of Chartered Accountants of India
CHAPTER 4 SIMPLE AND COMPOUND INTEREST INCLUDING ANNUITY APPLICATIONS SIMPLE AND COMPOUND INTEREST INCLUDING ANNUITY- APPLICATIONS LEARNING OBJECTIVES After studying this chapter students will be able
More information4.1 Exponential Functions. Copyright Cengage Learning. All rights reserved.
4.1 Exponential Functions Copyright Cengage Learning. All rights reserved. Objectives Exponential Functions Graphs of Exponential Functions Compound Interest 2 Exponential Functions Here, we study a new
More informationSCHOOL DISTRICT OF BENTON
SCHOOL DISTRICT OF BENTON APRIL 3, 2018 REFERENDUM QUESTIONS & ANSWERS Q. Why is the District having a referendum at this time? A. The District s 2015 referendum provided revenue to pay operating expenses
More informationRisk Reduction Potential
Risk Reduction Potential Research Paper 006 February, 015 015 Northstar Risk Corp. All rights reserved. info@northstarrisk.com Risk Reduction Potential In this paper we introduce the concept of risk reduction
More informationCorporate Finance Theory FRL CRN: P. Sarmas Summer Quarter 2014 Building 163 Room 2032 Monday and Wednesday: 8:00 a.m. 9:50 a.m.
Corporate Finance Theory FRL 367-01 CRN: 51898 P. Sarmas Summer Quarter 2014 Building 163 Room 2032 Monday and Wednesday: 8:00 a.m. 9:50 a.m. www.csupomona.edu/~psarmas Catalog Description: Capital Budgeting
More informationPrincipal Rate Time 100
Commercial mathematics 1 Compound Interest 2 Introduction In the previous classes, you have learnt about simple interest and other related terms. You have also solved many problems on simple interest.
More informationFinance Notes AMORTIZED LOANS
Amortized Loans Page 1 of 10 AMORTIZED LOANS Objectives: After completing this section, you should be able to do the following: Calculate the monthly payment for a simple interest amortized loan. Calculate
More information