ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Extra Material: Inflation Dave Ludwick Dept. of Mechanical Engineering University of Alberta.

Slides:



Advertisements
Similar presentations
Example 1: In the following cash flow diagram, A8=A9=A10=A11=5000, and
Advertisements

ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Chapter 7: Other Analysis Techniques Dave Ludwick Dept. of Mechanical Engineering University.
13.1 Compound Interest and Future Value
Microeconomics and Macroeconomics FCS 3450 Spring 2015 Unit 3.
Chapter 2 Applying Time Value Concepts Copyright © 2012 Pearson Canada Inc. Edited by Laura Lamb, Department of Economics, TRU 1.
Chapter 5 Mathematics of Finance
Debt Management Lecture No.10 Professor C. S. Park Fundamentals of Engineering Economics Copyright © 2005.
Financial Analysis Lecture 5 (4/13/2015). Financial Analysis   Evaluates management alternatives based on financial profitability;   Evaluates the.
Money Supplement. Adjusting for Inflation/Converting Current Price Series into Constant Price Series One may have a time series of a nominal aggregate,
IEN255 Chapter 11 - Inflation
Economic Equivalence Lecture No.3 Professor C. S. Park
Returns Economics 71a: Spring 2007 Lecture notes 3.2 (extra)
Contemporary Engineering Economics, 4 th edition, © 2007 Meaning and Measure of Inflation Lecture No. 43 Chapter 11 Contemporary Engineering Economics.
Chapter 2 The Measurement and Structure of the Canadian Economy Economics 282 University of Alberta.
16:Investment, Capital, and Interest  Overview  How are business investment decisions made?  How are household saving decisions made?  How do investment,
© 2003 The McGraw-Hill Companies, Inc. All rights reserved. Introduction to Valuation: The Time Value of Money (Formulas) Chapter Five.
Engineering Economics in Canada Chapter 9 Inflation.
ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Chapter 4: The Balance Sheet Dave Ludwick Dept. of Mechanical Engineering University of.
(c) 2001 Contemporary Engineering Economics 1 Chapter 13 Inflation and Its Impact on Project Cash Flows Meaning and Measure of Inflation Equivalence Calculations.
Regular Deposits And Finding Time. An n u i t y A series of payments or investments made at regular intervals. A simple annuity is an annuity in which.
Chapter 6 Measuring the price level
Lecture No. 35 Chapter 11 Contemporary Engineering Economics Copyright © 2010 Contemporary Engineering Economics, 5th edition, © 2010.
Mr. Stasa – Willoughby-Eastlake City Schools ©  If you put $100 under your mattress for one year, how much will you have?  $100  Will the $100 you.
SECTION 13-1 The Time Value of Money Slide
Module 24 May  A dollar today is worth more than a dollar a year from now…if you know you are going to receive $1000 a year from now, you can borrow.
1 Microeconomics Lecture 11 Capital market Institute of Economic Theories - University of Miskolc Mónika Orloczki Assistant lecturer Andrea Gubik Safrany,
Section 1.1, Slide 1 Copyright © 2014, 2010, 2007 Pearson Education, Inc. Section 8.2, Slide 1 Consumer Mathematics The Mathematics of Everyday Life 8.
Financial Concepts Present Value and Stocks (corresponds with Chapter 21: Equity Markets)
Business and Finance Basics. Copyright ©Cengage Learning. All rights reserved Introduction Financial literacy is knowledge of: Facts Concepts Principles.
Unit 2-3: Macro Measures 1.
Example [1] Time Value of Money
Section 3B- Modules 14/15- Inflation and the Business Cycle.
1 Objective – Students will be able to answer questions regarding inflation. SECTION 1 Chapter 7- Inflation © 2001 by Prentice Hall, Inc.
Capital Budgeting and Financial Planning Course Instructor: M.Jibran Sheikh Contact info:
What do economists Look at when evaluating price changes over time?
L11: Measure of Inflation ECON 320 Engineering Economics Mahmut Ali GOKCE Industrial Systems Engineering Computer Sciences.
© 2003 McGraw-Hill Ryerson Limited 9 9 Chapter The Time Value of Money-Part 1 McGraw-Hill Ryerson©2003 McGraw-Hill Ryerson Limited Based on: Terry Fegarty.
Copyright © 2015, 2011, and 2007 Pearson Education, Inc. 1 Chapter 10 Compound Interest and Inflation Section 3 Present Value and Future Value.
Engineering Economic Analysis Canadian Edition
Section 9.4 Suppose $10 is the cost of a widget today, but one year from today the same widget costs $ In other words, the purchasing power of $10.
Chapter 4: Interest Rates
Understanding the Concept of Present Value. Interest Rates, Compounding, and Present Value In economics, an interest rate is known as the yield to maturity.
Two ways to account for inflation in PW calculations: (2) Express cash flow in then-current dollars and use inflated interest rate Where: i f = i + f +
Thinking Mathematically
Mer439 - Design of Thermal Fluid Systems INTRODUCTION TO ENGINEERING ECONOMICS Professor Anderson Spring Term 2012.
1) You took a 1,000$ borrower, with an annual interest rate of 3 percent. How much money you will have to return after one year? After 2 years? After.
ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Chapter 3 (cont): End of Period Adjustments Dave Ludwick Dept. of Mechanical Engineering.
ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Chapter 3: Statement of Cash Flow Dave Ludwick Dept. of Mechanical Engineering University.
Unit 4: Income Consumer Price Index. Inflation Definition: The general increase of prices over time A two-liter of Coca-Cola cost $0.99 in the year you.
Chapter 10: Compound Interest, Future Value, and Present Value
ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Chapter 7: Present Worth Analysis Dave Ludwick Dept. of Mechanical Engineering University.
© 2007 Worth Publishers Essentials of Economics Krugman Wells Olney Prepared by: Fernando & Yvonn Quijano.
Chapter 14: Inflation and Price Change Engineering Economic Analysis Canadian Edition.
ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Chapter 3 (cont): Depreciation and Income Statements Dave Ludwick Dept. of Mechanical Engineering.
MER Design of Thermal Fluid Systems INTRODUCTION TO ENGINEERING ECONOMICS Professor Bruno Winter Term 2005.
Microeconomics and Macroeconomics FCS 3450 Fall 2015 Unit 2.
An Overview of Personal Finance The Time Value of Money –Money received today is worth more that money to be received in the future –Interest Rates Nominal.
Income Management What is Money? What is Income? Personal Money Management Business Money Management.
Annuities, Loans, and Mortgages Section 3.6b. Annuities Thus far, we’ve only looked at investments with one initial lump sum (the Principal) – but what.
4/29/2008 Saving versus Investing. Saving Money stored away for a short term goal; usually in a savings account at a bank. This account has SMALL interest.
1 Engineering Economics.  Money has a time value because it can earn more money over time (earning power).  Money has a time value because its purchasing.
Example 1: Because of general price inflation in the economy, the purchasing power of the Turkish Lira shrinks with the passage of time. If the general.
Economics Unit 3 Lesson 5: Inflation/Deflation. What Makes Money Important? 1. It’s a Medium of Exchange. Money is valuable because it is accepted in.
Mathematics of Finance
Accounting for Time In addition to computing all benefits and costs in money terms,… The monetary costs and benefits must be calculated at a single point.
Essential Standard 1.00 Understand the role of business in the global economy. 1.
Chapter 3. Understanding Money Management. 2 Chapter 3 Understanding Money Management Nominal and Effective Interest Rates Equivalence Calculations using.
PowerPoint to accompany Chapter 5 Interest Rates.
Econ 134 A Test 1 Spring 2016 Based on Form A.
Presentation transcript:

ENGG 401 X2 Fundamentals of Engineering Management Spring 2008 Extra Material: Inflation Dave Ludwick Dept. of Mechanical Engineering University of Alberta

Dave Ludwick, Dept. of Mech. Eng. Inflation Summer ENGG 401 X2 – Fundamentals of Engineering Management Revisiting Inflation InflationInflation is the concept where as time moves forward, the purchasing power of money decreases. –A dollar tomorrow will buy less than it does today. In Canada, inflation is often measured by the Consumer Price Index (CPI) real nominalmarketThe real interest rate realized by a lender is often given as the difference between the interest rate paid by the borrower (nominal or market interest rate) and inflation (f): only an approximation –…but this is only an approximation.

Dave Ludwick, Dept. of Mech. Eng. Inflation Summer ENGG 401 X2 – Fundamentals of Engineering Management Real Interest A more accurate calculation of real interest rate is:

Dave Ludwick, Dept. of Mech. Eng. Inflation Summer ENGG 401 X2 – Fundamentals of Engineering Management Inflation Example #1 You put $1000 into an account with an interest rate of 12%. How much money will you have 5 years from now and what will its purchasing power be if inflation is 5% per year? –Actual money: –Purchasing power:

Dave Ludwick, Dept. of Mech. Eng. Inflation Summer ENGG 401 X2 – Fundamentals of Engineering Management Actual versus Real Dollars Actual dollarsActual dollars are the money we ordinarily think of. They are the amount of money in an account, in your wallet, etc. –The first part of the last example is asking about actual dollars. Real dollarsReal dollars, on the other hand, are a more abstract concept. They are defined relative to an equivalent sum at an earlier point in time. –The second part of the last example is asking about real dollars. Actual dollars (also called inflated dollars) have their value reduced due to inflation, while real dollars (inflation-free dollars) do not.

Dave Ludwick, Dept. of Mech. Eng. Inflation Summer ENGG 401 X2 – Fundamentals of Engineering Management Inflation In-Class Problem #1 Your city spent $2.5 million to build a public facility 50 years ago, and put aside an equal sum at the same time for its eventual replacement. The money was invested in an account earning 8% interest, and inflation has been 6% per year. Questions: –What are the actual and real dollars of the investment? –What value facility will the city be able to purchase? –What value facility will the city be able to purchase relative to dollars from 50 years ago? –Will the city be able to purchase an equivalent facility today and still put aside enough money to replace it in the future?

Dave Ludwick, Dept. of Mech. Eng. Inflation Summer ENGG 401 X2 – Fundamentals of Engineering Management Inflation In-Class Problem #2 On the birth of your first child, you decide to put aside money for her first year’s tuition to the UofA. Tuition is currently $5400 per year, and the provincial government just passed legislation mandating that tuition increases are tied to inflation (projected to be 3.5%). –What lump sum do you need to invest today in a GIC paying out 5% interest to cover her first year of tuition 18 years from now? –What if you found a way to put a monthly sum into her account which paid 2%. What monthly payment would you need to make?