 Open the envelope on your desk  Is anyone a millionaire? Are you a millionaire?

Slides:



Advertisements
Similar presentations
Banks and Banking What banks do you know of? Can you name some?
Advertisements

4/29/2015Section 8.31 Section 8.3 Compound Interest Objectives 1.Use the compound interest formulas. 2.Calculate present value. 3.Understand and compute.
Compound Interest.
Compound Interest. Does anyone have any interest in interest? Very few banks today pay interest based on the simple interest formula. Instead, they pay.
Saving and Interest February Saving and Interest An Equation to define Savings: – SAVING = Disposable Income – Consumption. Interest: – Simple Interest.
Simple Interest 7th Grade Math.
Carl Johnson Financial Literacy Jenks High School The Rule of 72.
Lesson 3-3 Example Step 1Write the compound interest formula. Find the value of an investment of $2,000 for 4 years at 7% interest compounded semiannually.
Discrete Mathematics Chapter 10 Money. Percentage.
Chapter  Savings are money people put aside for future use. Generally people use their savings for major purchases, emergencies, and retirement.
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.
Percentages Questions and Answers
Simple and Compound Interest
Financial Literacy Banking, Financing, Investing, and Planning for your Future.
Calculating Simple & Compound Interest. Simple Interest  Simple interest (represented as I in the equation) is determined by multiplying the interest.
TVM Sample Problems (ver. 2.1 Fall 13) 1 More Than One Future Cash Flow? YesNo Even or Uneven Cash Flows Uneven Even CF Worksheet Annuity (5 parameters)
Saving and Investing Part 1 Personal Finance Mrs. Brewer.
Do Now 1)What does it mean to "invest"? 2) Why do you think it is best to start saving at a young age?
Who Wants To Be A Millionaire?
Sales tax, simple interest, and compound interest. FINANCES PART I.
Interest MATH 102 Contemporary Math S. Rook. Overview Section 9.2 in the textbook: – Simple interest – Compound interest.
Section 2: Calculations. I CAN:  Define principle  Apply the rate of return  Calculate Simple interest, compound interest and the rule of 72.
Thinking Mathematically
6-7 Change each percent to a decimal. 1.4% 2.9%3.2.0% 4.6.5% % % COURSE 2 LESSON 9-7 (For help, go to Lessons 6-2.) Simple and Compound Interest.
© Nuffield Foundation 2011 Nuffield Free-Standing Mathematics Activity Simple and compound interest.
Useful Savings Facts & Formulae The amount invested is called the principal When a principal £ P earns compound interest at an annual rate R for n years,
Math Studies Week 11 I. Kania. Bell ringer If you have a bank account whose principal = $1000, and your bank compounds the interest once a year at an.
How Does $ grow over Time Mr. Coronado Consumer Ed/C.A.H.
Compound Interest. What is Compound Interest? Interest is money paid for the use of money. It’s generally money that you get for putting your funds in.
Starter Questions.
Compounding Interest Formula It’s like Math, but not really.
PRE-ALGEBRA. Lesson 7-7 Warm-Up PRE-ALGEBRA Simple and Compound Interest (7-7) principal: the amount of money that is invested (put in to earn more)
Simple Interest Formula I = PRT. I = interest earned (amount of money the bank pays you) P = Principle amount invested or borrowed. R = Interest Rate.
3.6 Savings Accounts Calculate simple interest on savings deposits
Math – Solving Problems Involving Interest 1.
Simple and Compound Interest Video: Simple/ Compound InterestSimple/ Compound Interest Video: A Penny a DayA Penny a Day.
3.7 Money Market and CD Accounts
You deposit $950 into an account that earns 4 % interest compounded annually. Find the balance in the account after five years. In your last calculation,
Pre-Algebra Simple and Compound Interest Suppose you deposit $1,000 in a savings account that earns 6% in interest per year. Lesson 7-8 a. Find the interest.
Find the amount after 7 years if $100 is invested at an interest rate of 13% per year if it is a. compounded annually b. compounded quarterly.
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.
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.
 Wage is classified at level 3 ($35,001-$80,000)  70, ,001 = $34,999  34,999 x 0.30 (30c for each dollar over $35,001) = $10,  10,499.7.
Compound Interest. interest that actually earns interest itself to figure: –find the initial interest –add it to the principal –find the interest on the.
3.10 & 3.11 Exponential Growth Obj: apply compound and continuously compounding interest formulas.
What is Interest? Discuss with a partner for 2 minutes!
Compound Interest. Which amount would you rather have in 10 year’s time? Option A- Put £1000 in a box under the bed, and at the end of each year put £100.
Compound & Simple Interest Investment Analysis. You have been given £5000 to invest for 8 years and a number of banks have approached you to offer their.
Simple and Compound Interest Unit 4 - Investing. Determining Simple Interest I = p * r * t Interest = Principle X Rate X Time ( in years)
Interest Rates. Lesson objectives: 1.How to calculate the amount owed on different interest rates. 2.Revise compound interest.
8.6 Problem Solving: Compound Interests. Simple interest: I=prt I = interest p = principal: amount you start with r = rate of interest t= time in years.
Interest Applications - To solve problems involving interest.
Exercise Write 5% as a decimal Write 6.5% as a decimal Exercise.
Lesson 6B: Simple and Compound Interest— Why It Is Great To Save
CHAPTER 8 Personal Finance.
Is anyone a millionaire?
Is anyone a millionaire?
Compound Interest.
Who is very Interested in Compounding
Warm Up Get a calculator
Compound Interest.
Simple and Compound Interest
Use {image} and {image} to evaluate f(g(5)). Select the correct answer:
Simple and Compound Interest Formulas and Problems
CHAPTER 8 Personal Finance.
Pay yourself first! Don’t treat your savings account as your lowest priority or you will never get around to it!!!!
Simple Interest Task Questions
Presentation transcript:

 Open the envelope on your desk  Is anyone a millionaire? Are you a millionaire?

Starter: Investing your Money  Four banks have accounts for ‘would be millionaires’  For a specific investment amount, they have interest rates that guarantee you will be a millionaire in just one year C New Savings Accounts BankInvestmentInterest Rate pa Natwest£ % Barclays£ % HSBC£ % Co-operative£ % What amount would you have to have started with for this to have worked? % increase over 1 year  How much money would you have after a year? Note: You must only round to the nearest pence

Eeekkk! Seems the banks got it wrong  A review by the Year 10 Maths Authority has highlighted an error with the ‘would be millionaire’ accounts – they don’t make you a millionaire Z BankInvestmentInterest Rate paAfter 1 Year Natwest£ %£ Barclays£ %£ HSBC£ %£ Co-operative£ %£  The banks’ money men say it was a typo in the offer, they actually guarantee you will be a millionaire after 2 years  Work out how much interest you made in the first year, then add this to your 1 year total  Are you a millionaire yet? What about after 3 years? Note: You must only round to the nearest pence

Hmmm it’s still not working!!  The Year 10 Maths Authority are up in arms, these accounts are still not making them actual millionaires Z BankInvestmentInterest Rate paAfter 2 Years Natwest£ %£ Barclays£ %£ HSBC£ %£ Co-operative£ %£  Now the bank’s money men are saying your calculations are wrong, its based on compound interest, not simple interest  In pairs, discuss what compound interest could be and how it might be calculated?

Compound Interest Jack puts £500 into a savings account with an annual interest rate of 5% - how much will he have after 4 years if he doesn’t add or withdraw any money? At the end of year 1 Jack has £500 × 1.05 = £525 At the end of year 2 Jack has £525 × 1.05 = £ At the end of year 3 Jack has £ × 1.05 = £ At the end of year 4 Jack has £ × 1.05 = £ We can write this in a single calculation as: £500 × 1.05 × 1.05 × 1.05 × 1.05 = £ Or using index notation as: £500 × = £607.75

Compound Interest – making you a millionaire!  Calculate the compound interest on your investment over two years  Hopefully you are now a millionaire!