'Compounded annually' diaporamas de présentation

Exponential Functions

Exponential Functions. Define an exponential function. Graph exponential functions. Use transformations on exponential functions. Define simple interest. Develop a compound interest formula. Understand the number e. SECTION 4.1. 1. 2. 3. 4. 5. 6. EXPONENTIAL FUNCTION.

1.66k views • 116 slides

Engineering Economics

Engineering Economics. Fundamentals: EIT/FE Review. Hugh Miller Colorado School of Mines Mining Engineering Department Fall 2013. Basics. Notation Never use scientific notation Significant Digits

1.24k views • 64 slides

Engineering Economics

Engineering Economics. Fundamentals: EIT/FE Review. Hugh Miller Colorado School of Mines Mining Engineering Department Fall 2013. Basics. Notation Never use scientific notation Significant Digits

805 views • 64 slides

Engineering Economics

Engineering Economics. Fundamentals: EIT Review. Hugh Miller Colorado School of Mines Mining Engineering Department Fall 2008. Basics. Notation Never use scientific notation Significant Digits

935 views • 63 slides

Engineering Economics

Engineering Economics. Fundamentals: EIT Review. Hugh Miller Colorado School of Mines Mining Engineering Department Fall 2007. Basics. Notation Never use scientific notation Significant Digits

803 views • 63 slides

Chapter 6

672 views • 53 slides

Compound Interest

A. D. ppendix. Compound Interest. Objectives. 1. Understand simple interest and compound interest. 2. Compute and use the future value of a single sum. 3. Compute and use the present value of a single sum. 4. Compute and use the future value of an ordinary annuity.

605 views • 47 slides

Homework, Page 331

Homework, Page 331. Find the exact solution algebraically, and check by substituting into the original equation. 1. . Homework, Page 331. Find the exact solution algebraically, and check by substituting into the original equation. 5. . Homework, Page 331.

655 views • 40 slides

Welcome

Welcome. To. A Session On. Annuity. Your Textbook. Business Mathematics ( Eleventh Edition). By. D.C. Sancheti ? V.K. Kapoor. Chapter 8. What is meant by Annuity?.

712 views • 38 slides

6.1 Exponential Growth and Decay

6.1 Exponential Growth and Decay. With Applications. Exponential Expression. An expression where the exponent is the variable and the base is a fixed number. Multiplier. The base of an exponential expression. Growth vs. Decay. When b>1, f(x) = b x represents GROWTH

508 views • 29 slides

TIME VALUE OF MONEY

TIME VALUE OF MONEY. TIME VALUE OF MONEY. COMPOUNDING. Determining the future value of present money. TIME VALUE OF MONEY. DISCOUNTING. Determining the present value of future money. Single Payment Compound Amount. SPCA. Single Payment Compound Amount. SPCA.

345 views • 28 slides

Learning Objectives for Sections 3.1-3.2 Simple & Compound Interest

Learning Objectives for Sections 3.1-3.2 Simple & Compound Interest. After this lecture, you should be able to Compute simple interest using the simple interest formula. Solve problems involving investments and the simple interest formula. Compute compound interest. Some Preliminary Notes.

556 views • 24 slides

Chapter 8-x Applications of Exponential and Logarithmic Functions Day 1

Chapter 8-x Applications of Exponential and Logarithmic Functions Day 1. Essential Question: What are some types of real-life problems where exponential or logarithmic equations can be used?. 8-x: Exponential/Logarithmic Applications. Compound Interest A = P(1 + ) nt , where:

496 views • 23 slides

Lesson Menu

Lesson Menu. Main Idea and New Vocabulary NGSSS Example 1: Find Simple Interest Example 2: Find the Interest Rate Example 3: Find the Total Amount Five-Minute Check. Solve problems involving simple and compound interest. interest simple interest principal compound interest.

463 views • 21 slides

8.3 The number e

335 views • 16 slides

583 views • 16 slides

example 7

example 7. Investment. Chapter 4.4. The future value of $3000 invested for 3 years at rate r , compounded annually, is given by What interest rate will give a future value of at least $3630?. ?2009 PBLPathways.

230 views • 14 slides

PAP Precal Homework Check : Solve: 1) 2) 3) 4)

PAP Precal Homework Check : Solve: 1) 2) 3) 4). 3.5 Exponential & Guassian Models. Exponential growth model: Exponential decay model: Gaussian model: Logistic growth model: Logarithmic models:. Example: Gaussian model In 2004, the SAT math scores for college bound seniors roughly

164 views • 9 slides

Example Problem

Example Problem. A company is considering the purchase of a new piece of testing equipment that is expected to produce $8,000 additional income during the first year of operation. This amount will decrease by $500 per year for each subsequent year of ownership.

185 views • 9 slides

Study Problem 5-1-c

Study Problem 5-1-c. FV of $775 if invested for 12 years at 12% compounded annually? FV n = PV(1 +i) n or FV 12 = 775(1 + .12) 12 = $3,019.40 or 775 +/- PV; 12 I/Y; 12 N; 0 PMT CPT FV = 3,019.40 . Study Problem 5-3-a.

111 views • 3 slides