Financial functions.

Slides:



Advertisements
Similar presentations
BUSINESS MATHEMATICS & STATISTICS. LECTURE 18 Review Lecture 17 Solve two linear equations with two unknowns.
Advertisements

Microsoft Office Excel 2010 ® ® Tutorial 9: Working with Financial Tools and Functions.
Tutorial 9: Exploring Financial Tools and Functions
© Mcgraw-Hill Companies, 2008 Farm Management Chapter 17 Investment Analysis.
COMPREHENSIVE Excel Tutorial 9 Developing a Financial Analysis.
Compound Interest Suppose you invest $100 in an account that will pay 10% interest per year. How much will be in the account after three years? – Year.
6-1 CHAPTER 28 Time Value of Money The language of Finance The most important lesson.
Chapter 3 The Time Value of Money © 2005 Thomson/South-Western.
Chapter 4 The Time Value of Money 1. Learning Outcomes Chapter 4  Identify various types of cash flow patterns  Compute the future value and the present.
Chapter 17 Investment Analysis
Chapter 3 The Time Value of Money. 2 Time Value of Money  The most important concept in finance  Used in nearly every financial decision  Business.
Internal Rate of Return (IRR). Is the rate of interest at which –The present value of expected cash inflows from a project Equals –The present value of.
QUESTIONS IN SPREADSHEET Dr. Faiyaz Gadiwalla Hinduja College.
Basic Financial Calculations MGT 4850 Spring 2008 University of Lethbridge.
Basic Financial Calculations MGT 4850 Spring 2009 University of Lethbridge.
5.0 Chapter 4 Time Value of Money: Valuing Cash Flows.
FIN 614: Financial Management Larry Schrenk, Instructor.
Topic 9 Time Value of Money.
Copyright © 2011 Pearson Prentice Hall. All rights reserved. The Time Value of Money: Annuities and Other Topics Chapter 6.
Objectives 1. Explain what is meant by term ‘Capital Investment’ and how a business decides which project to invest in 2. State the two main methods that.
Calculating Return on Investment. Payback Period – The – Sometime in year 4 (cash flow switches from negative to positive) – Doesn’t take into account.
Economic Decision Making Practical Examples. Interest Number of periods Payments Made Each Period Future Value Using Excel for Year 3: Present Value of.
THE TIME VALUE OF MONEY TVOM is considered the most Important concept in finance because we use it in nearly every financial decision.
CH 17 Risk, Return & Time Value of Money. 2 Outline  I. Relationship Between Risk and Return  II. Types of Risk  III. Time Value of Money  IV. Effective.
Chapter 13 Creating Formulas for Financial Applications Microsoft Office Excel 2003.
COMPREHENSIVE Excel Tutorial Developing a Financial Analysis.
Financial Functions. Working with Loans and Investments =PMT(rate, nper, pv, [fv=0] [type=0]) =FV(rate, nper, pmt, [pv=0] [type=0]) =NPER(rate, pmt, pv,
CORPORATE FINANCE II ESCP-EAP - European Executive MBA 23 Nov p.m. London Various Guises of Interest Rates and Present Values in Finance I. Ertürk.
Q1 The following expression matches the interest factor of continuous compounding and m compounding. Plug r=0.2, m=4 to get x=0.205.
THE TIME VALUE OF MONEY TVOM is considered the most Important concept in finance because we use it in nearly every financial decision.
1 Slides for BAII+ Calculator Training Videos. 2 Slides for Lesson 1 There are no corresponding slides for Lesson 1, “Introduction to the Calculator”
Computer Science & Engineering 4194 Day 9 Financial Functions 1.
1 FV= Pv(1+r)t -1 r Fv = 5000( 1+12%) % 12% Suppose, that the financial manager decided to invest 5000 in the securities market at 12% to five years.
Annuities Chapter 11 2 Annuities Equal Cash Flows at Equal Time Intervals Ordinary Annuity (End): Cash Flow At End Of Each Period Annuity Due (Begin):
BUSINESS MATHEMATICS & STATISTICS. LECTURE 8 Compound Interest Calculate returns from investments Annuities Excel Functions.
Loan Valuation and Analysis. Pure Discount Loans  Treasury bills are excellent examples of pure discount loans. The principal amount is repaid at some.
Finance Chapter 6 Time value of money. Time lines & Future Value Time Lines, pages Time: Cash flows: -100 Outflow ? Inflow 5%
Notes on Loan Model. Amortization Schedule  Beginning Principal Balance –A form of cumulative (declining) cash flows  The same modeling technique applies.
FIN 335 TIME VALUE OF MONEY CHAPTERS 4, 5, 6, 7, 8, 9 EXAM REVIEW SPRING 2012.
Ch.7 The Time Value of Money Goals: Concept of the time value of money Present value and Future value Cash flows and time value calculation Compounding.
Computer Science & Engineering 2111 Lecture 6 Financial Functions 1.
Bond Math FNCE 4070 Financial Markets and Institutions.
Time Value of Money Dr. Himanshu Joshi. Finance Concepts Discussed Future Value Present Value Net Present Value Internal Rate of Return Pension and Savings.
BUSINESS MATHEMATICS & STATISTICS. Module 4 Financial Mathematics Applications of Linear Equations ( Lecture 17-18) Break-even Analysis ( Lectures 19-22)
Principles of Finance with Excel, 2 nd edition Instructor materials Chapter 2 Time Value of Money.
Built-in Functions in Excel Financial Functions MAN Micro-computers & Their Applications.
© Oxford University Press, All rights reserved. Chapter 10: Decision making in finance Decision making in finance 1 Author: Glyn Davis.
1 Financial Functions By Prof. J. Brink with modifications by L. Murphy 1/13/2009.
© 2005 The McGraw-Hill Companies, Inc., All Rights Reserved McGraw-Hill/Irwin Slide 1 CHAPTER THREE THE INTEREST RATE FACTOR IN FINANCING.
Basic Finance The Time Value of Money
Chapter 5 The time value of money.
Time Value of Money Annuity.
Time Value of Money Basics and Building Blocks
Financial terminologies
Fundamentals of Finance
CHAPTER 2 VALUE: THE CENTRAL IDEA
CHAPTER 4 THE TIME VALUE OF MONEY.
Chapter 5 Discounted Cash Flow Valuation
Basics of financial management Chapter 5
Real Estate Principles, 11th Edition
Excel Tutorial 9 Developing a Financial Analysis
Financial Functions This lecture will cover the use of some basic functions provided by EXCEL. We will be explore how these functions work and how they.
The Mathematics of Finance
Interest Principal (p) - Amount borrowed or invested.
Financial Functions Functions that can be used to calculate values based on compounded interest Taking a loan Investing in a savings account Financial.
Intro to Financial Management
Microsoft Excel – Part II
Financial Management: Principles & Applications
Essential financial calculations in Power BI
Presentation transcript:

Financial functions

NPV Value today of a set of future cash flow PV=Present value of a series of cash flows NPV= PV-time zero cash flow (cost of the asset)

NPV NPV(interest, range) Net present value of a sequence of cash flows at the «discount rate» Assumption: first cash flows after one period Not net (function misnamed!) Cash flows evenly spaced

IRR IRR(cash flows, guess) Computes the internal rate of return of a sequence of cash flows (IRR makes the NPV=0) Guess is the starting point for the algorithm Useful if more than one IRR is present Cash flows evenly spaced IRR includes all the arguments (including the first neagtive one)

IRR and loan tables Show the division of the investment cash flows between: Investment income =IRR*principal balance at the beginning of the year Return of the investment principal

Multiple IRRs To find the extra IRR use the «guess» extra argument The guess is the starting point for the algorithm that excel uses to fing the IRR Guess has to be close to the IRR Graph the NPV see points in which the function crosses the x-axis Recall the Theorems!!

Payment PMT(rate; n.periods; pv; [future value]; type) This function calculates the payment necessary to pay off a loan with equal payments over a fixed number of periods See also loan Tables

Loan table Flat payment schedule: Take a loan for 10.000 Euro, interest rate =7% per year, to pay off the loan and the interests over 6 years: PMT gives the annual payment Payment is split into Interest and repayment of principal

Present value PV(rate; n.periods; payment; [future value]; type) Calculates the present value of an annuity Payment negative if pv positive

Future value FV(rate; n.periods; payment; [present value]; [type]) Computes the future value of a series of deposits (annuity) Type (0=end of the period, 1= at the beginning) default=0

XNPV XNPV(rate; values; dates) Calculates the net present value for a series of cash flows when dates are unevenly spaced All cash flow should be indicated (also the first one) Tools|Add-Ins |Analysis Toolpack

XIRR XIRR(values (cash flow payments); dates (schedule of dates); [guess]) Calculates the IRR for cashflows unevenly spaced Annual IRR