'5 interest' diaporamas de présentation

Exponential and Logarithmic Functions

Exponential and Logarithmic Functions. By: Jeffrey Bivin Lake Zurich High School jeff.bivin@lz95.org. Last Updated: January 30, 2008. With your Graphing Calculator graph each of the following. y = 2 x. y = 3 x. y = 5 x. y = 1 x.

1.06k views • 83 slides

Introduction to Computer Programming

Introduction to Computer Programming. Looping Around Loops I: Counting Loops. Why loops?. Computers offer several advantages over calculators. If it is necessary, they can perform the same steps over and over again, simply by rerunning the program.

868 views • 78 slides

The Time Value of Money

The Time Value of Money. Chapter 9. The Time Value of Money. Which would you rather have ? $100 today - or $100 one year from today Sooner is better !. The Time Value of Money. How about $100 today or $105 one year from today?

786 views • 71 slides

Chapter 5

702 views • 58 slides

Engineering Economics ENGR 3300

Engineering Economics ENGR 3300. Department of Mechanical Engineering Inter American University of Puerto Rico Bayamon Campus Dr. Omar E. Meza Castillo omeza@bayamon.inter.edu http://www.facultad/ b ayamon.inter.edu/ omeza. Time Value of Money.

708 views • 51 slides

Chapter 3 Mathematics of Finance

Chapter 3 Mathematics of Finance. Section 4 Present Value of an Annuity; Amortization. Learning Objectives for Section 3.4. Present Value of an Annuity; Amortization. The student will be able to calculate the present value of an annuity.

779 views • 42 slides

Chapter: 03(04)

Chapter: 03(04). Time Value of Money. What is Time Value of Money?. Time value of money is based on the belief that a dollar today is worth more than a dollar that will be received at some future date because the money it now can be invested & earn positive return. 0. 1. 2. 3. 4. 5.

638 views • 41 slides

Introduction to Computer Programming

484 views • 33 slides

Section 4.8 Applications of Logarithmic Functions

Section 4.8 Applications of Logarithmic Functions. Objectives: 1. To apply logarithmic functions to chemistry, physics, and education. 2. To apply exponential growth to compound interest. Seismologists use the Richter scale to measure earthquake intensity. I. M. log. =. I.

563 views • 32 slides

6.4 Exponential Growth and Decay

6.4 Exponential Growth and Decay. Glacier National Park, Montana Photo by Vickie Kelly, 2004. Greg Kelly, Hanford High School, Richland, Washington.

425 views • 27 slides

6.4 Exponential Growth and Decay

6.4 Exponential Growth and Decay. Glacier National Park, Montana Photo by Vickie Kelly, 2004. Greg Kelly, Hanford High School, Richland, Washington.

457 views • 27 slides

Northern Petroleum Plc 27th October 2010

339 views • 21 slides

Chapter 3 Mathematics of Finance

Chapter 3 Mathematics of Finance. Section 4 Present Value of an Annuity; Amortization. Learning Objectives for Section 3.4. Present Value of an Annuity; Amortization. The student will be able to calculate the present value of an annuity.

447 views • 21 slides

The Rule of 72 The most important and simple rule to financial success.

The Rule of 72 The most important and simple rule to financial success. Rule of 72. The answers can be easily discovered by knowing the Rule of 72 The time it will take an investment (or debt) to double in value at a given interest rate using compounding interest. Albert Einstein.

380 views • 18 slides

The Rule of 72 The most important and simple rule to financial success.

The Rule of 72 The most important and simple rule to financial success. Rule of 72. The answers can be easily discovered by knowing the Rule of 72 The time it will take an investment (or debt) to double in value at a given interest rate using compounding interest. Albert Einstein.

737 views • 18 slides

The Rule of 72 The most important and simple rule to financial success.

373 views • 17 slides

Bell Ringer: pg. 28 True/False

Bell Ringer: pg. 28 True/False. Adam started saving $50 per month when he turned 18, while Beth started saving $100 per month when she turned 24. They both earn 6% on their money. Beth will have more money by the time they both turn 30.

381 views • 15 slides

Page 343

259 views • 14 slides

Single-Payment Factors (P/F, F/P)

Single-Payment Factors (P/F, F/P). F = ?. Example: Invest $1000 for 3 years at 5% interest. i = .05. $1000. F 1 = 1000 + (1000)(.05) = 1000 (1+ .05 ) F 2 = F 1 + F 1 i = F 1 (1+ i ) = 1000 (1+ .05 )(1+ .05 ) = 1000 (1+ .05 ) 2 F 3 = 1000 (1+ .05 ) 3. $?.

221 views • 14 slides

7.3 The Natural Base e

275 views • 7 slides