© T Madas.

Slides:



Advertisements
Similar presentations
1 st Place Post-Secondary Winner. 2 nd Place Post-Secondary Winner.
Advertisements

October 2006 ©RSH Percentages Reverse Percentages.
Chapter 5. The Time Value of Money Simple Interest n Interest is earned on principal n $100 invested at 6% per year n 1 st yearinterest is $6.00 n 2.
Topic: Stock Market Crash 1.People bought stock to invest in companies. 2.Stock prices began to rise and people began to borrow money.
© T Madas Finding the amount before a Percentage Change.
Warm Up 1. 14,000 is 2 % of what number? is 13% of what number? % of what number is 12? % of what number is 189? 560,
This weekNext Week  Monday2/25- Chapter 10  Tuesday 2/26- Project Workday  Wednesday 2/27- Chapter 10  Thursday 2/28- Project Workday  Friday 3/1-
What is a Stock Exchange? Is traditionally a place where stocks (shares), bonds, and other financial instruments and derivatives (of the stocks) are traded.
Level 3/4 10-Aug-15Created by Mr. Lafferty Maths Dept. Percentages Revision of Level 2 Appreciation / Depreciation Expressing “A”
warm-up Handout Correcting pen out Monday & Tuesday – wk 2
© T Madas.
Percent Increase and Decrease 6-4 Students will be able to determine percent decrease. Warm Up 1. 14,000 is 2 % of what number? is 13% of what number?
© T Madas.
The Stock Market. In some countries, most businesses are owned and operated by the government. But in the United States, most businesses are privately.
Investing Continued.  A stock is a share of a stock  It entitles the buyer to a certain part of the future profits and assets of a corporation selling.
AIM How can you invest smartly when stock prices are declining? DO NOW How does short selling work? SELLING SHORT AND DCA.
Evaluating Algebraic Expressions 6-5 Applying Percent of Increase and Decrease Warm Up Warm Up California Standards California Standards Lesson Presentation.
The Principles of Investing Lesson Starter You buy a new car for $20,000 and finance 100% of it at 4.9% for 5 years. How much will your monthly.
The percent that a value increases or decreases (Section 5.7 in book)
Percent of Change The percent that a value increases or decreases.
Percent Increase and Decrease 6-4 Students will be able to determine percent increase. Warm Up 1. 14,000 is 2 % of what number? is 13% of what number?
Calculating Percentages using a Calculator © T Madas.
Purpose: To solve problems solving percents. Homework: p odd and problems 1-15 odd.
© T Madas =2 x 2 x 3 12 =2 x 3 Write these numbers as a product of prime factors =2 x =2 x.
Course Percent Increase and Decrease 6-5 Percent Increase and Decrease Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation.
Chapter 17 Slide 1 Figure 17-1 page 464 The Three Components of Investment Slide 2 Figure 17-2 page 465 The Rental Price of Capital Slide 3 Figure 17-3.
NS1.6 Calculate the percentage of increase and decrease of a quantity.
The Stock Market Content Objectives: Students will learn about the stock market and how it effects the economy. Language Objective: Students will be able.
Warm up 1. What percent of 400 is 60? 2. Solve 1.3x = 65.
Pre-Calc Lesson 5-2 Growth and Decay: Rational Exponents Rational Exponents: ( Fractions as exponents) b 1/q = q b 1 so b p/q = q b p Simplify: /4.
“Investing is like gambling, but with better research.”
 Life Expectancy is 180 th in the World.  Literacy Rate is 4 th in Africa.
8-4 Percent Increase and Decrease Course 3 Warm Up Warm Up Problem of the Day Problem of the Day Lesson Presentation Lesson Presentation.
POD Week 3: Problem # 2 By, MARA CARDONA. Problem Noel bought a bicycle for $45, then sold it to Aron for $65. A month or so later he bought it back from.
Starter Questions 22/02/11 1.Write the following as a fraction & a decimal :- a.32%b. 63%c. 81% 2. Calculate the following :- a. 4% of £12b. 18% of £8.50.
2008 Recession. In 2008, the US went into a recession – Recession: a period of economic decline, usually characterized by a drop in GDP – The recession.
Percent Increase and Decrease
Learn to find percent increase and decrease.
Stock Market Exploration Game The Investors Tej & Taseen 2015
Percent of Change Vocabulary percent of change percent of increase
Stock Market Crash.
Percent of Change Vocabulary percent of change percent of increase
The Stock Market.
The Housing Market Dr. Pantuosco.
The Housing Market Dr. Pantuosco.
© T Madas.
Compound Measures Example
Unit 6. Day 12..
Percent Increase & Decrease
Sequences & Modular Arithmetic
Percent of change Stock Market
4n + 2 1st term = 4 × = 6 2nd term = 4 × = 10 3rd term
Illustrative Math.
ECONOMIC PROBLEMS OF THE 1920s
© T Madas.
© T Madas.
Practice before a Percentage Change on finding the amount using a
Managing risk: stocks, shares and investments
© T Madas.
© T Madas.
C M P L E M E N T S © T Madas.
© T Madas.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Compound measures Example
Percent Increase and Decrease
Using the information we discussed concerning compound interest, work by yourself to choose an answer to the question below. (Your calculations may not.
© T Madas.
© T Madas.
Stock Market Stage Analysis.
Successive Percentage Changes
Presentation transcript:

© T Madas

Anton bought a house in London for £200000. Its value increased by 10% in the first year It then decreased by 10% in the second year Ben bought a house in Hull for £200000 Its value decreased by 10% in the first year It then increased by 10% in the second year Do the two houses still worth £200000? Do the two houses still worth the same? x 1.1 x 0.9 200000 220000 198000 x 0.9 x 1.1 200000 180000 198000 © T Madas

© T Madas

The investment is worth £11491.20 The sum of £10000 was invested in stock-market shares. Its value went up by 12% in the 1st year. It further increased by 8% in the 2nd year. In the 3rd year its value went down by 5% What was value of the investment after three years. 10000 x 1.12 11200 x 1.08 12096 x 0.95 11491.2 The investment is worth £11491.20 © T Madas

© T Madas

The original price they paid was £240000 Mr and Mrs Dean bought a house three years ago. Its value went up by 10% in the 1st year. Its value further increased by 5% in the 2nd year. In the 3rd year its value went down by 5% What did they pay for their house if they just sold it for £263340? x 1.1 x 1.05 x 0.95 x 240000 264000 277200 263340 ÷ 1.1 ÷ 1.05 ÷ 0.95 The original price they paid was £240000 © T Madas

© T Madas