Savings & Loans Check answers to the HW.. Savings for Drew The Carters plan to send the two boys to Drew, their college alma mater, so they have started.

Slides:



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

HW # 70 - p. 306 & 307 # 6-18 even AND Warm up Simplify
Annuities and Amortization
Simple and Compound Interest
Simple Interest I =Prt I = Interest P = Principle r = rate t = time
Simple Interest Day 2 Formula I = PRT.
Simple Interest Math 8. Simple Interest Can be interest gained (earned) or interest paid Interest paid- costs you money * loans * credit cards Interest.
Simple Interest 7th Grade Math.
1 5.3 ANNUITY.  Define ordinary and simple annuity  Find the future and present value  Find the regular periodic payment  Find the interest 2.
Homework, Page 341 Find the amount A accumulated after investing a principal P for t years at an interest rate of r compounded annually. 1.
The Time Value of Money Chapter 8 October 3, 2012.
Chapter 5 Mathematics of Finance
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.
More Applications of Percents
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
3-8 PRESENT VALUE OF INVESTMENTS
Discrete Mathematics Chapter 10 Money. Percentage.
Minds On: Future Value Tom and Beth are twins. They save for retirement as follows: – Starting at age 25, Tom deposits $1000 at the end of each year for.
Why is the time value of money an important concept in financial planning?
Regular Deposits And Finding Time. An n u i t y A series of payments or investments made at regular intervals. A simple annuity is an annuity in which.
Q3: Ms. Rigsby made a $40,000 down payment on a $165,000 house and took out a 20 year mortgage (at 6% compounded monthly) on the balance. How much will.
Annuity Payments LG: I can calculate the payment of an annuity in present value and future value situations.
Simple and Compound Interest Lesson REVIEW: Formula for exponential growth or decay Initial amount Rate of growth or decay Number of times growth.
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.
2. What is the percent of decrease from 144 to 120?
McGraw-Hill © 2004 The McGraw-Hill Companies, Inc. All rights reserved. McGraw-Hill/Irwin 5.0 Future Values Suppose you invest $1000 for one year at 5%
8-6 Simple Interest Indicator  N8 Develop and analyze algorithms for computing with percents and demonstrate fluency in use. Pages
Worksheet/Pg. 269/277 Homework
Mr. Prashant borrowed an amount of Rs. 7, 80,000 from M/s. Krishna Finance Ltd. As per the loan agreement, he has to repay Rs.3 lakhs at the end of 7 th.
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.
Loans and Investments Lesson 1.5.
Research for Monday Night – Your Own Research Housing values Cars values Interest Rate for Cars, Houses, Savings, and Retirement Accounts – Bring your.
Lesson 7.8: Simple Interest
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Simple Interest.
Lesson 5-8 Simple Interest.
Using Percents Part 2.
Interest (ing) Notes How to Calculate Simple Interest 2/11/10 Pre-Algebra.
Lesson 8-6 Pages Simple Interest Lesson Check 8-5.
Exam 1 Review. Things You Should Know l Time Value of Money problems l All the readings including WSJ ‘little’ book n Stocks: trading, calculating returns.
2/6/14 “Interest offers” You take out a loan for $20,000 for college. Federal government offers you an interest rate of 4.6%. Bank of America offers you.
Quick answers If the bank is offering 12% per year compounded quarterly what would be the value of “i” in the Amount of an annuity formula? If the Nicole.
Economics.  Interest can mean two things to the consumer…  If you put money in a bank, you will get paid interest on your deposit over time.  If you.
Future Value of an Ordinary Simple Annuity Annuity - Series of equal payments or deposits earning compound interest and made at regular intervals over.
Chapter 5 Time Value of Money. Learning Objectives Describe the basic mechanics of the time value of money Perform calculations related to discounting.
Explore Compound Interest
Course More Applications of Percents 6-7 Simple Interest Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson.
3.3 Personal Finance. Compound Interest Steady Withdrawal/Deposits x x.
Today in Precalculus Go over homework Need a calculator Notes: Loans & Mortgages (Present Value) Homework.
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.
An Overview of Personal Finance The Time Value of Money –Money received today is worth more that money to be received in the future –Interest Rates Nominal.
Pre-Algebra 8-7 More Applications of Percents Learn to compute simple interest.
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.
Determine the amount saved if $375 is deposited every month for 6 years at 5.9% per year compounded monthly. N = 12 X 6 = 72 I% = 5.9 PV = 0 PMT = -375.
Simple and Compound Interest Simple Interest I = Prt Compound Interest A = P(1 + r)
Homework Quiz. Rule of 72 Interest Rate 8% 12% 6% 2%.03% Years for money to double 9 years years.
10/23 More interest Compound interest formula A =.
Simple Interest 6-6 Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.
Homework: Part I 1. A bank is offering 2.5% simple interest on a savings account. If you deposit $5000, how much interest will you earn in one year? 2.
Annuities By Jordan Moncada. ANNUITY  A series of payments made in equal intervals (loans, retirement plans, etc.)
Slide Copyright © 2009 Pearson Education, Inc. AND Active Learning Lecture Slides For use with Classroom Response Systems Chapter 11 Consumer Mathematics.
TVM Review. What would your future value be if you invested $8,000 at 3% interest compounded quarterly for 15 years?
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.
Annuities; Loan Repayment  Find the 5-year future value of an ordinary annuity with a contribution of $500 per quarter into an account that pays 8%
Do Now Justin earned 5% on an $1,000 investment. How much did he earn?
Time Value of Money Annuity.
Do Now Justin earned 5% on an $1,000 investment. How much did he earn?
Presentation transcript:

Savings & Loans Check answers to the HW.

Savings for Drew The Carters plan to send the two boys to Drew, their college alma mater, so they have started saving some money. They invest $100 dollars monthly for each in a college fund account that has an average annual interest of 8% and is applied monthly when the payments are made. a)How much money will they have for Drew for Dylan if he applies to college in 10 years? b)How much money will they have for Drew for Sam if he applies to college in 13 years?

How much should the Carters save for Dylan and Sam each month if they want to have at least $100,00 saved by the time they go to college? The college account will still average 8% APR. a) Dylan b) Sam

The Halldorsons’ Retirement Mr. and Mrs. Halldorson are planning their retirement (who cares about college costs). They plan to retire to a sunny island in the Caribbean in 21 years. Mr. H saves $200 a month in an annuity that earns about 7% annually. a)How much will they have to live on if he retires in 21 years? b)If the Mrs. would like at least $500,000 in the bank when they retire, how much should he deposit in the annuity each month?

Ms. Meister’s Car If the VW Eos costs $32,000 and Ms. Meister got a loan for 5 years at 4%, how much are her monthly payments? When she pays off the car, how much has she paid total for the car?

First a car, next a house. Ms. Meister is buying a house and needs to get a mortgage. The cost of the house is $250,000 and she must make a 20% down payment. The mortgage is the loan for the remainder of the cost of the house. a) If she gets a mortgage at 4.5% (very low) for 30 years, what will her monthly payments be? b) When she pays off the house how much has she paid total?