'Compounding periods' presentation slideshows

Mathematics of Finance

Mathematics of Finance.

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Ch. 18: Management and Short-Term Financing

Ch. 18: Management and Short-Term Financing. ? 2002 , Prentice Hall, Inc. Working-Capital Management. Current Assets cash, marketable securities, inventory, accounts receivable Long-Term Assets equipment, buildings, land Which earn higher rates of return ?

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Ass #2/3 - PortfolioManager

Ass #2/3 - PortfolioManager. BigBank. Toronto. Tokyo. New York. Tdesk1. Tdesk2. Jdesk1. Ndesk1. 10. 6. 7. 8. 100. 4. 9. 20. 13. bond1. bond2. stock1. option1. fxfut1. fxfut2. PortfolioMangaer. % java PortfolioManager infile mark-to-market: $230,942,340

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Discounted Cash Flow Valuation (Formulas)

Chapter Six. Discounted Cash Flow Valuation (Formulas). Key Concepts and Skills. Be able to compute the future value of multiple cash flows Be able to compute the present value of multiple cash flows Be able to compute loan payments Be able to find the interest rate on a loan

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Chapter 4

CE 314 Engineering Economy. Chapter 4. Nominal and Effective Interest Rates. Interest is quoted on the basis of: 1. Quotation using a Nominal Interest Rate 2. Quoting an Effective Periodic Interest Rate

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Time Value of Money

Time Value of Money. Outline. Meaning of Time Value Concept of Future Value and Compounding (FV) Concept of Present Value and Discounting (PV) Frequency of Compounding Present Value versus Future Value Determining the Interest rate (r) Determining the Time Period (n)

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Interest

Interest. Chapter 9 sec 2. Questions. How many of you have a savings account? How many of you have loans? What do these 2 questions have in common?. Solution. Answer: Interest. Types of interest. 1) Simple interest. 2) Compound interest. Simple interest. Def. I = Prt

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Computer Science & Engineering 2111

Computer Science & Engineering 2111. Lecture 6 Financial Functions. Financial Functions. Functions that can be used to calculate values based on compounded interest Taking a loan Investing in a savings account. Simple Interest vs. Compound Interest.

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Section 4C Savings Plans and Investments

Section 4C Savings Plans and Investments. Pages 246-268. Savings Plans and Investments. The Savings Plan Formula Planning Ahead with Savings Plans Total and Annual Returns Types of Investments Stocks Bonds Mutual Funds. Savings Plans.

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7.1 Compound Interest and Exponential Growth

7.1 Compound Interest and Exponential Growth . Objective: Students will use the formulas for compound interest and exponential growth formulas. 16 12 8 4. Exponential Growth:. Balance (1000 dollars). 0 2 4 6 8 10 Time (Years).

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PERSONAL FINANCE

PERSONAL FINANCE. MBF3C Lesson #3: Compound Interest. Some notes about simple vs. compound Interest. Simple interest is a linear relation. Interest is only earned on the original principle.

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Compound Interest

Compound Interest. Sum(1/L1). Vocabularies and Symbols. A = Accumulated Amount (ending balance, in $) P = Principal (beginning balance, in $) r = Interest Rate (such as 5%, or 0.05) t = Time (in years). Simple Interest:.

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5.2 exponential functions

5.2 exponential functions. Quiz. Fill in the blanks below: 2 x+y = __ * __. Exponential function. Standard form: f(x) = a x , where a>0, a ? 1. Example: f(x) = 2 x , f(x) = (1/3) x Compare g(x) = x 2 and f(x) = 2 x. properties. Graph f(x) = 2 x and g(x) = (1/2) x.

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Finance 2: More background

Finance 2: More background. Varying compounding periods. Different investment vehicles have different compounding periods: 1. Bonds: annual or semi-annual 2. Mortgages: monthly 3. Banks: daily or continuous If compounding occurs m times per year:. r is an annual rate

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Applications Growth and Decay Math of Finance

Applications Growth and Decay Math of Finance. Lesson 2.6. Consider Radioactive Half Life. Exponential Growth/Decay. If Y 0 is the initial quantity present The amount present at time t is This is continuous growth/decay Contrast to periodic growth/decay

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Chapter 3 Review Important Terms, Symbols, Concepts

Chapter 3 Review Important Terms, Symbols, Concepts. 3.1. Simple Interest

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Mathcad Function & Program Examples

Mathcad Function & Program Examples. Ch E 111 David A. Rockstraw, Ph.D., P.E. New Mexico State University Chemical Engineering Department.

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7.2 Compound Interest and Exponential Growth

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Effective Rate Of Interest (for investing)

Effective Rate Of Interest (for investing). Because interest rates are applied in different ways, comparing them can be misleading. A flat rate of 5% p.a. cannot be compared to a rate of 6% compounding monthly.

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