Topic 6 Fractions, Decimals and Percentages

Similar documents
Write down all the figures on your calculator display. Put brackets in each expression so that each statement is true

Paper Reference. Mathematics (Linear) 1380 Paper 4 (Calculator) Fractions Past Paper Questions Arranged by Topic

MATHS. Year 10 to 11 revision Summer Use this booklet to help you prepare for your first PR in Year 11. Set 3

4 Percentages Chapter notes

GCSE style questions arranged by topic

Mathsercise. Revision Practice for Target C grade GCSE Number

Foundation tier unit 4a check in test. Non-calculator. Q1. Three of these fractions are equivalent. Which is the odd one out? 6 8

Percent. Each large square is divided into 100 parts. Fill in the blanks to describe each large square. 1. out of 100 equal parts are shaded.

For use only in Whitgift School. IGCSE Higher Sheets 1. IGCSE Higher

How far will it travel in: (a) 2 hours (b) ½ an hour (c) 15 minutes (d) 3 hours 30 minutes?

Name Date Class % of 800

Worksheets for GCSE Mathematics. Percentages. Mr Black's Maths Resources for Teachers GCSE 1-9. Number

GRADE 12 SEPTEMBER 2012 MATHEMATICAL LITERACY P2

1) The mass of an object is 27.3 grams. Which mass is greater than 27.3 grams?

Chapter 5 Financial Maths

4 Convert 5/8 into a percentage 62.5% Write down a fraction between 1/3 and 1/2

PiXL Independence: Mathematics Answer Booklet KS4 FOUNDATION. Topic 1 Decimals, Estimation, Best Buy and Exchange Rates.

Ysgol Uwchradd Caergybi Mathematics Department Homework Pack Year 9 Module 9 Foundation

Multiple Choice Test A

02 SA1 1/3 WS Name: Semestral Assessment 1. Level 2 SEMESTRAL ASSESSMENT 1. Booklet 1

Module 6 Percent % Section 6.1 Understanding Percent. 1 of MAT001 MODULE 6 PERCENT. Denominators of 100

NO. ITEMS Working Column Marks. 1. What is the PLACE VALUE of the digit 7 in the number ? TENTHS. Answer:

Each grid has some shaded parts. Fill in the blanks to describe each grid. Example 28 are shaded. 28 is shaded. 3.

11 Fractions and Percentages

By the end of this set of exercises, you should be able to. express one quantity as a percentage of another

National 5 Portfolio Applications 1.3 Fractions and Percentages

Chapter 6 Ratios and Percentages

Lesson 6.1 Assignment

(d) None of these www. adda247.com

Year 8 Term 1 Math Homework

Sample. Resource PERCENTAGES (AQA FOUNDATION) MODEL ANSWERS GCSE MATHEMATICS KEY TOPIC PRACTICE SHEETS

STATISTICS 4040/23 Paper 2 October/November 2014

Int 1 Unit1 Homework 1 Calculator

What is Percentage Percentage is a way to express a number or quantity as a fraction of 100 (per cent meaning "per hundred").

WOODBROOK SECONDARY SCHOOL MATHEMATICS PERCENTAGES FORM 4 % 1 100

PERCENTAGES WHAT S IN CHAPTER 6? IN THIS CHAPTER YOU WILL:

Number & Algebra: Strands 3 & 4

Year 12 General Maths HSC Half Yearly Exam Practise Exam

The word gives a strong clue to its meaning. Per means out of and Cent means 100 so percentages are numbers out of 100 or 100

% multiplier. Percentages. New amount (What you end up with) What you have to do. Original amount (What you start with) Using multipliers

100 = % = 25. a = p w. part of the whole. Finding a Part of a Number. What number is 24% of 50? So, 12 is 24% of 50. Reasonable?

4 4. Turn to Section 4 of your answer sheet to answer the questions in this section.

Year 6 Spring Term Week 3 to 4 Number: Percentages

Sriramanujan1729.weebly.com

7 th Grade Math STAAR Review Booklet

Adding & Subtracting Percents

6th Grade Number Sense Focus Standards Sample. 1 Complete the ratio to form a proportion. A 10 B 5 C 4 D 8. 2 Simplify A 7 B 1 C 1 D 7

Applications of Mathematics

Unit 2 ~ Comparing Bits & Pieces

The Next Step. Mathematics Applications for Adults. Book Percents

Proportion Learning Outcomes

2.1 Fractions, Decimals and Percentages. 2.2 Fractions and Percentages of Quantities. 2.3 Quantities as Percentages. 2.4 More Complex Percentages

Coimisiún na Scrúduithe Stáit State Examinations Commission. Leaving Certificate Examination Mathematics

PERCENT. Ex. 2: If you used 50 out of 200 postcard stamps, then you used 25% of your stamps.

Mental Maths Competition Topics Included. (1) Q. No. 1 to 50 are based on basic. Calculation questions related to Addition,

MEP Practice Book ES11

Mathematical Applications (200 marks)

Standard Form Calculation

1 Percents as Fractions - I and Decimals

1. Rita has 3 times the marbles that Amit has.

We can use fractions to describe things that have been broken into equal parts, for example:

Mathematics General 2

Alex has a greater rate of return on his portfolio than Jamie does.

Percent: Slide 1 / 194. Slide 2 / 194. Slide 4 / 194. Slide 3 / 194. Slide 6 / 194. Slide 5 / 194. Table of Contents. Ratios as Percents

Introduction to Earning Interest: APR, APY and Compound Interest

Section I 22 marks Attempt Questions 1-22 Allow about 30 minutes for this section. Use the multiple choice answer sheet provided.

Mathematical Applications (200 marks)

Related Idea: The x/b Fractions

Chapter 6. Section 6.1. Chapter 6 Opener. Big Ideas Math Red Worked-Out Solutions. 6.1 Activity (pp ) Try It Yourself (p.

REAL LIFE PERCENT PRACTICE TEST

Number. Day: 1. Topic: Fractions. Multiply 2 x 5 x of 30 of 30 = 30 5 = 6 so of 30 = 2 x 6 = 12

budget fixed expense flexible expense

Problem Set 07 Discrete Random Variables

Full download all chapters instantly please go to Solutions Manual, Test Bank site: testbanklive.com

Draft content, uncorrected proof

3.4.1 Convert Percents, Decimals, and Fractions

Warm Up January 27, 2016 Change the fraction to a percent 1. 4/5

NATIONAL SENIOR CERTIFICATE GRADE 12

NATIONAL SENIOR CERTIFICATE (NSC) GRADE 11 MID-YEAR EXAMINATION MATHEMATICAL LITERACY PAPER 1 (NSC11-02) D A

8-6 Applications of Percents

7th Grade Math Chapter 6 Percents

Maths Home Learning Task Year 9 Number

FINANCIAL MATHEMATICS (2)

APPENDIX I. 11. Do you know about the scheme of lottery :Yes No. 12. How did you came to have about lottery :Advertisements Friends

Not for sale or distribution

Compound Interest Outcomes. Solve problems about compound interest. Solve problems about appreciation and depreciation.

Math 147 Section 6.2. Application Example

Lesson Understanding Percents Working with Mental Percents 3 Cases of Percents Percent Change Quiz Deconstructing Percents Percent Error Extra Day

Discount. A discount can be shown as a percentage of the marked price (that is, the price marked on the article).

H.S.E. PREP SEC

Leith Academy. Numeracy Booklet Pupil Version. A guide for S1 and S2 pupils, parents and staff

Determine whether the given events are disjoint. 1) Drawing a face card from a deck of cards and drawing a deuce A) Yes B) No

5) Martin can paint 1410 ft2 with 3 gal of paint. How many 1-gal cans does he need in order to paint a 22,000-ft2 wall? Find decimal notation.

TOPIC SKILLS R A G. Expand Double Brackets Including brackets with 3 terms. Squaring Brackets (x + 8) 2. Amber/Red Go to. Page 8-10.

1 Model Paper. Model Paper - 1

Reteaching. Ratios. For every 6 boys in the class, there are 5 girls in the class. Write each ratio in two other ways.

Review Problems for MAT141 Final Exam

The City School PAF Chapter Prep Section. Mathematics. Class 8. First Term. Workbook for Intervention Classes

Firrhill High School. Mathematics Department. Level 5

Things to Learn (Key words, Notation & Formulae)

Transcription:

Topic 6 Fractions, Decimals and Percentages

1. A school has 1200 pupils. 575 of these pupils are girls. 2 5 of the girls like sport. 5 of the boys like sport. Work out the total number of pupils in the school who like sport...

. Danny shares a bag of 20 sweets with his friends. He gives Mary 5 of the sweets. He gives Ann 1 10 of the sweets. He keeps the rest for himself. How many sweets does Danny keep for himself? 4. A class has 29 students. 16 of the students are girls. What fraction of the students are boys?...

5. A box contains 200 tissues. Toby takes 5 of these tissues. 200 Work out how many tissues he takes.... 6. Young Person s RAILCARD 1 off normal price Lisa uses her railcard to buy a ticket. She gets 1 off the normal price of the ticket. The normal price of the ticket is 24.90 Work out how much Lisa pays for the ticket....

1 1. (a) Write as a percentage. 4 % (b) Write 0.2 as a percentage. % (c) Write 42% as a fraction. Give your answer in its simplest form. (2) (Total 4 marks) 2. (a) Write 0.15 as a percentage.... % (b) Write 5% as a fraction. Give your answer in its simplest form.... (2). (a) Work out 50% of 60... (b) Work out 25% of 20 metres.... metres

9 4. (a) Write as a decimal. 10... (b) Write as a percentage. 4... % (c) Write 2% as a fraction.... 1 (d) Work out of 50 5... (Total 4 marks) 1 5. (a) Write as a percentage. 5 % (b) Write 0.7 as a percentage. %

12. (a) Write 0.8 as a percentage. % (b) Write as a percentage. 10 % 1. (a) Shade of this shape. 4 (b) Shade 0.25 of this shape. -(c) Change 0. into a fraction.... (d) Change 0.7 into a percentage.... % (e) Work out of 6 4... (2) (Total 6 marks)

16. A newspaper reporter did a survey. He asked people what was their favourite leisure activity. The table gives some information about the answers he got. Favourite leisure activity Percentage Home Improvements 22% Shopping 14% Gardening 9% All others (a) (b) Complete the table. Write 9% as a decimal.. 400 people were asked in the survey. (c) How many people said their favourite leisure activity was gardening?. (2) (Total 4 marks)

4. (a) What fraction of this shape is shaded?... (b) Shade 5 8 of this shape. (c) What fraction of this shape is shaded?...

6. What fraction of the large triangle is shaded? Give your fraction in its simplest form.. 7. Here are two fractions and Explain which is the larger fraction. 4 5 You may use the grids to help with your explanation. 4...............

1. 5 8 1 2 4 Write these fractions in order of size. Start with the smallest fraction. 2. Write these numbers in order of size. Start with the smallest number. (i) 75, 56, 7, 9, 59...... (ii) 0.56, 0.067, 0.6, 0.65, 0.605 (iii) 5, 6, 10, 2, 4...... 1 2 2 2 5 (iv),,, 4... (Total 5 marks)

5. Write these numbers in order of size. Start with the smallest number. 4 5 0.82 85 2 7 8 6. Write these numbers in order of size. Start with the smallest number. (a) 76, 10, 1, 10, 67... (2) (b), 5, 0, 7, 1 4 (c) 70%,, 0.6, 2 (2) (Total 4 marks)

1. Work out 2 1 5 7... 2. Work out 2 1 5. 11. Work out 12 5 6...

8. (a) Work out 2 5 8 (2) 2 (b) Work out 5 2 4 () (Total 5 marks) 9. (a) Work out 1 5... (2) (b) 1 Work out 2 4 5... () (Total 5 marks)

1. Wayne bought an engagement ring for Tracy. 1 2 The total cost of the ring was 420 plus VAT at 17 %. (a) Work out the cost of the ring. (2) Wayne invited 96 people to an engagement party. Only 60 of the people invited came to the party. (b) Express 60 as a percentage of 96. % (2) (Total 4 marks) 2. A doctor has 12 000 patients. 4560 of these patients are male. What percentage of these patients are female?... % ()

. Martin had to buy some cleaning materials. 1 The cost of the cleaning materials was 64.00 plus VAT at 17 2 %. Work out the total cost of the cleaning materials.... 4. There are 800 students at Prestfield School. 45% of these 800 students are girls. (a) Work out 45% of 800... (2) There are 176 students in Year 10. (b) Write 176 out of 800 as a percentage....% (2) (Total 4 marks)

7. The cost of a compact disc holder is 25p. John has 15 to spend. (a) What is the greatest number of compact disc holders that John can buy for 15?... () A compact disc player costs 50 plus 17½% VAT. (b) Calculate the total cost of the compact disc player. Compact disc player 50 + VAT... () (Total 6 marks) 8. Work out 28% of 85 000... 9. Work out 45% of 800...

10. Bytes is a shop that sells computers and digital cameras. In 200, Bytes sold 620 computers. In 2004, Bytes sold 708 computers. Work out the percentage increase in the number of computers sold. Give your answer to an appropriate degree of accuracy.... % (4) 11. Calculate 6% of 4500 12. In April 2004, the population of the European Community was 76 million. In April 2005, the population of the European Community was 451 million. Work out the percentage increase in population. Give your answer correct to 1 decimal place.......%

1. Toby invested 4500 for 2 years in a savings account. He was paid 4% per annum compound interest. How much did Toby have in his savings account after 2 years?... 2. The value of a car depreciates by 5% each year. At the end of 2007 the value of the car was 5460 Work out the value of the car at the end of 2006...

8. Gwen bought a new car. Each year, the value of her car depreciated by 9%. Calculate the number of years after which the value of her car was 47% of its value when new. 9. Liam invests 6200 for years in a savings account. He gets 2.5% per annum compound interest.... How much money will Liam have in his savings account at the end of years?...

*11 Viv wants to invest 2000 for 2 years in the same bank. The International Bank Compound Interest The Friendly Bank Compound Interest 4% for the first year 1% for each extra year 5% for the first year 0.5% for each extra year At the end of 2 years, Viv wants to have as much money as possible. Which bank should she invest her 2000 in? (Total 4 marks)

1. In a sale, normal prices are reduced by 20%. SALE 20% OFF Andrew bought a saddle for his horse in the sale. The sale price of the saddle was 220. Calculate the normal price of the saddle.

2. Jacob answered 80% of the questions in a test correctly. He answered 2 of the questions correctly. Work out the total number of questions in the test...

. In a sale, normal prices are reduced by 15%. The sale price of a CD player is 102 Work out the normal price of the CD player. 4. A garage sells cars. It offers a discount of 20% off the normal price for cash. Dave pays 5200 cash for a car. Calculate the normal price of the car.......

5. In a sale, normal prices are reduced by 25%. The sale price of a saw is 12.75 Calculate the normal price of the saw.... 6. In a sale, normal prices are reduced by 12%. The sale price of a DVD player is 242. Work out the normal price of the DVD player.