Miracle of Compound Interest. The miracle of compound interest allows you to earn interest on your original contribution and on the growing balance accumulated.

Slides:



Advertisements
Similar presentations
7.01 Life Insurance. Term Insurance Provides insurance for a specific period of time Relatively low cost Policy benefits: young person can buy a large.
Advertisements

Savings Savings grows money. Save for future needs and wants.
Simple and Compound Interest
The Basics  Saving vs. Investing  The Time Value of Money  The Miracle of Compounding Interest The How 1. Make Automatic Transfers 2. Set Up Investment.
What is Interest? Interest is the amount earned on an investment or an account. Annually: A = P(1 + r) t P = principal amount (the initial amount you borrow.
Annuities and Sinking Funds
Present and Future Value Exercises. Want to be a millionaire? No problem! Suppose you are currently 21 years old, and can earn 10 percent on your money.
Teacher instructions: 1.Print the lesson, 2.Display slide 2 with Procedure step 2 in the lesson. 3.Display slides 3 through 6 with Procedure step 3. 4.Display.
Chapter 4: Time Value of Money
McGraw-Hill/Irwin ©2008 The McGraw-Hill Companies, All Rights Reserved CHAPTER6CHAPTER6 CHAPTER6CHAPTER6 Residential Financial Analysis.
Copyright © 2011 Pearson Education, Inc. Managing Your Money.
Saving and Investing 10. Saving and Investing Saving Savings are that part of our income that we do not spend. 10.
Topic # 03 TVM Effective Annual Rate and Annuities Senior Lecturer
Section 5.7 Compound Interest. A credit union pays interest of 4% per annum compounded quarterly on a certain savings plan. If $2000 is deposited.
Principles of Financial Management FIN 335
Section 4C Savings Plans and Investments Pages
Savings and investments – part 2. Learning outcomes The main learning outcomes for this lesson are: To understand the sort of interest they will get on.
  A1.1.E Solve problems that can be represented by exponential functions and equations  A1.2.D Determine whether approximations or exact values of.
Mathematics of Finance
Topic 9 Time Value of Money.
SIMPLE INTEREST Interest is the amount paid for the use of money.
@ copyright 2003 Universal Consultancy Services Wealth Creation Accountants DIY - Self Managed Super Fund Universal Consultancy Services Welcome to the.
© OnCourse Learning Chapter 27 : Investing in Real Estate.
Bennie Waller – Longwood University Personal Finance Bennie Waller Longwood University 201 High Street Farmville, VA.
Residential Financial Analysis
Copyright © 2011 Pearson Education, Inc. Managing Your Money.
Chapter 2 INTEREST: BASIC APPLICATIONS Equation of Value Unknown Rate of Interest Time-Weighted Rate of Return.
Loans and Investments Lesson 1.5.
Interest on Loans Section 6.8. Objectives Calculate simple interest Calculate compound interest Solve applications related to credit card payments.
Pre-AP Pre- Calculus Chapter 3, Section 6 Mathematics of Finance
© Family Economics & Financial Education – May 2012 – Time Value of Money Math – Slide 1 Funded by a grant from Take Charge America, Inc. to the Norton.
Copyright © 2015, 2011, 2008 Pearson Education, Inc. Chapter 4, Unit B, Slide 1 Managing Money 4.
Introduction To Valuation: The Time Value Of Money Chapter 4.
Copyright © 2011 Pearson Education, Inc. Managing Your Money.
 Credit  Equity  Credit: the ability to borrow money in return for a promise of future repayment. Future repayment usually includes interest.
Thinking Mathematically
Mathematics of Finance. We can use our knowledge of exponential functions and logarithms to see how interest works. When customers put money into a savings.
Financial Planning for Retirement. Why Retirement Plan? For Financial security when you do not work Saving is necessary to accumulate the capital needed.
Copyright © 2011 Pearson Education, Inc. Managing Your Money.
Personal Finance SECTION 5.2. Types of Savings Plans  Regular Savings Accounts  Certificates of Deposit  Money Market Accounts  U.S. Savings Bonds.
TIME VALUE OF MONEY A dollar on hand today is worth more than a dollar to be received in the future because the dollar on hand today can be invested to.
2-1 CHAPTER 2 Time Value of Money Future Value Present Value Annuities Rates of Return Amortization.
AMERISTAR FINANCIAL NETWORK Presents A Tale Of Three Brothers.
Pay Yourself First1. 2 Purpose Pay Yourself First will: Help you identify ways you can save money. Introduce savings options that you can use to save.
Chapter 5 Time Value of Money. Learning Objectives Describe the basic mechanics of the time value of money Perform calculations related to discounting.
UNIT VII – Personal Financial Literacy
Objectives: Determine the Future Value of a Lump Sum of Money Determine the Present Value of a Lump Sum of Money Determine the Time required to Double.
Simple Interest Formula I = PRT. I = interest earned (amount of money the bank pays you) P = Principle amount invested or borrowed. R = Interest Rate.
Savings. Pay yourself first Next, pay your expenses leftover money is called discretionary income.
 Credit  Equity  Credit: the ability to borrow money in return for a promise of future repayment. Future repayment usually includes interest.
Chapter 5 The Time Value of Money. Time Value The process of expressing –the present in the future (compounding) –the future in the present (discounting)
Unit I - Personal Finance Building Wealth: Saving & Investing.
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.
LEARN ABOUT THE PROCESSES OF SAVING AND INVESTING YOUR MONEY AND SOUND FINANCIAL PLANING Savings and Investment Planning.
Section 6.7 Financial Models. OBJECTIVE 1 A credit union pays interest of 4% per annum compounded quarterly on a certain savings plan. If $2000 is.
Financial Literacy. Types of Financial Services  Savings Deposit  Payment Services Checking account  Borrowing Short-Term Long-Term.
Section 5.7 Financial Models. A credit union pays interest of 4% per annum compounded quarterly on a certain savings plan. If $2000 is deposited.
Managing Money 4.
Copyright © 2007 Pearson Education, Inc. Publishing as Pearson Addison-Wesley 3.6 Mathematics of Finance.
Simple and Compound Interest Simple Interest I = Prt Compound Interest A = P(1 + r)
19-1. Why should we save? Savings and Investment Basics Savings and investment activities Savings is the storage of money for future use. Try to deposit.
Aim: Money Matters-Annuities & Sinking Funds Course: Math Literacy Aim: How does money matter? Annuities – a savings plan. Do Now: You are 21 years old.
“A Tale of Two Brothers” Adapted from the book, The New Rules of Money
UNIT 10 SAVINGS AND INVESTMENT STRATEGIES See Page 453.
Aim: Money Matters – Future Value of Annuities Course: Math Literacy Aim: How does money matter? Annuities – a savings plan for the future. Do Now: At.
SAVING AND INVESTMENT CHOICES  Savings plans  Savings account  Certificate of deposit  Money market account  Securities  Stock investments  Bond.
Chapter 6 The Time Value of Money— Annuities and Other Topics.
Time Value of Money Math
Residential Financial Analysis
INVESTING.
Presentation transcript:

Miracle of Compound Interest

The miracle of compound interest allows you to earn interest on your original contribution and on the growing balance accumulated over the entire period invested. Give yourself a greater Rate of Return

TALE OF 2 SISTERS Our story follows two sisters, Cautious Sister A and Savvy Sister B, who both decide to invest their money over a 10 year period. Sister A refinances her home, saving $416/month and invests that money monthly. Sister B does a cash out refi of $50,000 and invests it. Who made more money? Sister “A” Invests $416 every month for 10 years. 10 years later Sister A’s total investment of $49,929 has yielded her a return on $73,856. Sister B’s total investment of $50,000 has yielded her a return of $105,188. Sister B has made $81,908 on her $23,280 investment. ************************** Sister “B” Increases mortgage payment by $194/month and invests a lump sum of $50,000

15 years later 20 years later ************************** Sister A continues to add $416 a month to her account. She has invested $74,880 over the past 15 years and has yielded a return of $137,264. Meanwhile, Sister B has left her $50,000 investment untouched and has yielded a return of $152,568. Sister A continues her investment strategy of adding $416 a month, and after 20 years, she has invested $99,840 and has made $229,233. Sister B has left her $50,000 untouched and her investment has grown to $221,291. So who made more money?

Sister B Now lets take a closer look at how Sister B made her cash out refinance work for her:  Sister B borrows $50,000 at 6% and invests it in an account that yields 8%.  Her payments increase by $300/month, but after taxes, she is only paying an extra $195/month. She makes these payments for 20 years.  At the end of the 20 years, her $50,000 investment has grown to $221,291, but the real kicker is that it has only cost her $46,800!  After 20 years, Sister B has made $174,481 whereas Sister B has made $129,393.

It takes money to make money. One can invest monthly over a lifetime and yield the growing benefit of compound interest. One can yield an even higher return by investing a large amount and letting it compound over a lifetime. How much equity can be harvested from your home for your future financial goals? Steve Calem, MBA, CMPS President Capital Funding Group Office: Direct: