Interest (ing) Notes How to Calculate Simple Interest 2/11/10 Pre-Algebra.

Slides:



Advertisements
Similar presentations
Your Money and and Your Math Chapter Credit Cards and Consumer Credit
Advertisements

Simple and Compound Interest
Simple Interest. is money added onto the original amount saved (earned) or borrowed (charged). Simple Interest.
Simple Interest I =Prt I = Interest P = Principle r = rate t = time
Compound Interest.
Simple Interest Day 2 Formula I = PRT.
INTEREST What does that mean?. What interest would anyone have in lending you money?
Simple Interest Math 8. Simple Interest Can be interest gained (earned) or interest paid Interest paid- costs you money * loans * credit cards Interest.
Calculating Simple Interest
Simple Interest Essential Skill: Explicitly Assess Information and Draw Conclusions.
Simple Interest 7th Grade Math.
Imple Interest. (Don’t write this slide – you will see it again) 1) You REALLY want to buy this car. It costs $15,000. You decide to get a five year loan.
Simple Interest Formula I = PRT.
Simple Interest Formula I = PRT.
Warm Up 1. What is 35 increased by 8%? 37.8 Course More Applications of Percents.
Pre-Algebra 8-7 More Applications of Percents Warm-up Pink handout #11-14 Turn in pink handout.
Notes 31 Simple Interest 6-6.
Transparency 6 Click the mouse button or press the Space Bar to display the answers.
10.1 Passbook Savings Account Why do people open savings accounts?  Keep their money safe  Earn interest on their money! Interest: money paid by the.
Percents, Discounts and Interest PERCENTS: A percent is a representation of a number, compared to a total value of 100. A percent which is less than a.
LSP 120 Financial Matters. Loans  When you take out a loan (borrow money), you agree to repay the loan over a given period and often at a fixed interest.
Simple and Compound Interest
SIMPLE INTEREST Interest is the amount paid for the use of money.
Financial Maths Chapter A and B – purchasing goods (simple interest) and buying on terms.
Percent of a number Lesson 1.
Slide 1 Copyright © 2015, 2011, 2008 Pearson Education, Inc. Percent and Problem Solving: Interest Section7.6.
Mr. Stasa – Willoughby-Eastlake City Schools ©  If you put $100 under your mattress for one year, how much will you have?  $100  Will the $100 you.
Percents A Percent is a ratio that compares a number to 100. The symbol for percent is %. You can write percents as fractions and decimals. 36% as a decimal.
8-6 Simple Interest Indicator  N8 Develop and analyze algorithms for computing with percents and demonstrate fluency in use. Pages
Do Now 4/23/10 Take out HW from last night. Take out HW from last night. Practice worksheet 7.6 odds Practice worksheet 7.6 odds Copy HW in your planner.
Pre-Algebra 8.6 and 8.7 Applications of Percents.
Interest on Loans Section 6.8. Objectives Calculate simple interest Calculate compound interest Solve applications related to credit card payments.
Interest MATH 102 Contemporary Math S. Rook. Overview Section 9.2 in the textbook: – Simple interest – Compound interest.
Lesson 7.8: Simple Interest
Simple Interest.
Lesson 5-8 Simple Interest.
The Study of Money Simple Interest For most of your financial plans, throughout your life, there will be two groups involved. The Bank The Individual.
HAWKES LEARNING SYSTEMS Students Matter. Success Counts. Copyright © 2013 by Hawkes Learning Systems/Quant Systems, Inc. All rights reserved. Section 4.8.
Using Percents Part 2.
5 Minute Check Find the price to the nearest cent. Complete on the back of your homework. 1. $60; with a 60% discount 2. $40; with 7% tax 3. $199; with.
Let your money, make you money!! If it was guaranteed that if you invested $100 every month for 40 years (for a total investment of $48,000) that the money.
Do Now 2/21/12 Take out HW from last night. Take out HW from last night. Text p. 248, #7-16, 19 & 20 Text p. 248, #7-16, 19 & 20 Copy HW in your planner.
DWU #2 Why is it important to understand the loan process? How might consumers get taken advantage of? What are some key concepts that an individual might.
Lesson 8-6 Pages Simple Interest Lesson Check 8-5.
Transparency 6 Click the mouse button or press the Space Bar to display the answers.
 Percentage problems are solved using proportions. › (100 - %) New 100 = Old › If you have a coupon that gives you a 15% discount on your groceries and.
3.1 Simple Interest Definition: I = Prt Definition: I = Prt I = interest earned I = interest earned P = principal ( amount invested) P = principal ( amount.
Copyright © 2011 Pearson Education, Inc. Publishing as Prentice Hall. Chapter 5 Percents.
Lesson 7.6 Concept: How to find simple interest Guidelines: When you compute simple interest for a time that is less than 1year, write the time as a fraction.
Simple Interest 10 Mathematics Simple Interest You need to be able to use the simple interest formula to find INTEREST ($) PRINCIPAL ($) INTEREST.
Personal Finance and International Review Questions.
Splash Screen. Lesson Menu Five-Minute Check (over Lesson 7–7) Main Idea and Vocabulary Example 1:Find Interest Earned Example 2:Find Interest Earned.
7-7 Simple and Compound Interest. Definitions Left side Principal Interest Interest rate Simple interest Right side When you first deposit money Money.
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. Simple Interest – * the amount of money you must pay back for borrowing money from a bank or on a credit card or * the amount of money.
Simple Interest Formula I = PRT. I = interest earned (amount of money the bank pays you) P = Principle amount invested or borrowed. R = Interest Rate.
Simple Interest 6.7. Simple Interest The money earned on a savings account or an investment. It can also be money you par for borrowing money.
Pre-Algebra 8-7 More Applications of Percents Learn to compute simple interest.
Simple and Compound Interest For most of your financial plans, throughout your life, there will be two groups involved. The Bank The Individual.
Simple and Compound Interest Simple Interest I = Prt Compound Interest A = P(1 + r)
 A holding place for money at a bank.  The amount available to spend in an account.
Warm-up What is 35 increased by 8%? What is the percent of decrease from 144 to 120? What is 1500 decreased by 75%? What is the percent of increase from.
6.00 Sources of Credit Unit C Basic Business Law Objective 6.02.
Let your money, make you money!! If it was guaranteed that if you invested $100 every month for 40 years (for a total investment of $48,000) that the money.
Exercise Write 5% as a decimal Write 6.5% as a decimal Exercise.
Simple Interest By: Ms. Naira.
I = PRT I = P x R x T nterest rincipal ate ime Simple Interest
Lesson 8-6 Solve problems involving simple interest.
Percent, %.
Presentation transcript:

Interest (ing) Notes How to Calculate Simple Interest 2/11/10 Pre-Algebra

What is interest? o Amount of money charged to borrow money o Amount of money earned for investing money

PRINCIPAL (P) What is the name of the amount of money that you start with? (either borrowed or invested money) For example, Phillip invested $2,000 in the bank. P = ________ $2,000

Rate ( r ): the yearly interest rate (written as a decimal) Example: Wells Fargo has a savings interest rate of 6% or ___________ (decimal) **find the decimal by 6  100, moves the decimal 2 places to the ________ 0.06% Left

Time ( t ): the amount of time in years If time is given in months, it must be written as a fraction or decimal in years. For example, 6 months is = ________ years (fraction) Also 6 months is = _________ years (decimal) 6/12 or 1/2 0.5

Equation for Interest in words: _________ = _______ x _______ ( as a decimal ) x _____ ( in years ) Interest PrincipalRateTime Equation for Interest in symbols: I = (P)(r)(t)

Loan officer at the bank Needs to know how to calculate interest in order to inform the customer how much money will need to be paid back to the bank each month to satisfy the loan for house, car, boat etc. What happens if you don’t pay off the house payments to the bank for several years?

Credit card company employee Needs to know how to calculate interest so when customers buy something with the credit card, they can charge the customer that amount above the cost of the purchase. What happens if you don’t pay off the total credit card bill every month? (there is a minimum price to pay at least)

Car salesman Needs to know how to calculate interest in case a customer asks for clarification on their bills as they are paying off the car. What happens if you don’t pay off the car payments for several years?

practice problem: o Kristen deposits $200 in an account at his bank. The interest rate is 6%. How much interest will she earn in three (3) years? o ** it might be easier to keep 6% as a fraction (6/100) o I = P r t I = ($200) (.06) (3) I =

Fernando borrows $900 to fix his car. The bank charges 7% interest for two years. Find the total amount of interest. I = P r t

Kiera needs to borrow $500 for only nine months. The bank charges 5½% interest. How much interest was gained? ** turn the % into a fraction or decimal first. ** turn the months into a fraction of years or decimal. (divide 9 by 12)