1 Here are some shapes made of squares. A fraction of each shape is shaded. Match each shape to its equivalent fraction

Slides:



Advertisements
Similar presentations
Primary Schools’ Mathematics Challenge 2008 Final Round Questions Here is a selection of questions asked over two rounds. To access answers left click.
Advertisements

Number.
Choose a category and value. Click to begin. Measurement Fractions & Geometry Data Analysis, Probability, & Algebra 10 Points 20 Points 30 Points 40.
PLACE VALUE REVIEW 3.5. Follow the steps to find each number Write 6 in the ones place Write 6 in the tens place Write 4 in the thousands place.
Fractions, Decimals and Percentages Part 1
Year 4 Objectives: Number 1
Mathematics Level 6.
Today we will be learning about Rounding Decimals numbers .
Longfield Primary School
Math 009 Unit 4 Lesson 1.
Parents’ Guide ‘Must do’ by the end of Year 1 Number Be able to count on in 2s, 5s and 10s to 100 Know one more and one less than any numbers to 100 Know.
Positive and Negative Numbers
MATHEMATICS KEY STAGE ? 200? TEST A LEVELS 3-5 PAGE MARKS TOTAL BORDERLINE CHECK 17 CALCULATOR NOT ALLOWED First Name Last Name School Mark.
% Percentages % What does percent mean? ‘per cent’ means per hundred % means /100 So 50% means 50 out of 100.
Warm Up Change each percent to a decimal % % % 4. 1%
© T Madas.
Non Calculator Tests Second Year.
Fractions Workshop. How the teaching of fractions progresses throughout the school Children come from Year 2 being able to recognise simple fractions.
© Mark E. Damon - All Rights Reserved Another Presentation © All rights Reserved
By: Sean F.. Solving Equations Finding VolumePercent Increase and Decrease Measure of angles and shapes Multiplying Fractions and Decimals
Chapter 2- Decimals.
PRIMARY SCHOOLS’ MATHEMATICS CHALLENGE x 5 ÷ 4 Which number must go into the box on the right side of the scales to balance them with the left.
MATHEMATICS KEY STAGE ? 200? TEST B LEVELS 3-5 PAGE MARKS TOTAL BORDERLINE CHECK 17 CALCULATOR ALLOWED First Name Last Name School Mark.
Lesson 3-3 Ideas/Vocabulary Round decimals.. Round Decimals Lesson 3-3 Key Concept If the digit is 4 or less, the underlined digit remains the same. If.
Lesson 4-1 Example Example 1 Write two and seventy-five hundredths as a decimal and as a fraction in simplest form. 1. of the first square is shaded.
X,  by powers of 10 Ordering decimals
Year 5 Block A. 5A2 I can solve number problems and practical problems that involve number, place value and rounding. I can interpret negative numbers.
ROUNDING: When a number ends in 5 or above, ROUND UP When a number ends in 4 or below, ROUND DOWN 2.38= =4 (rounding to tenths) Round to whole.
Number (multiply and divide) multiply and divide numbers mentally drawing upon known facts multiply and divide whole numbers and those involving decimals.
Claim 1 Smarter Balanced Sample Items Grade 4 - Target H Understand decimal notation for fractions, and compare decimal fractions. Questions courtesy of.
Objectives: Know how to write tenths as fractions and decimals; Understand the place value of each digit in numbers with one decimal place. © Hamilton.
S.O.D.A. Start Of Day Activity Morning registration mathematics activity Aligned to the Renewed Framework for Mathematics Stoke-on-Trent Primary Maths.
S.O.D.A. Start Of Day Activity Morning registration mathematics activity Aligned to the Renewed Framework for Mathematics Stoke-on-Trent Primary Maths.
Welcome to Yr 5 with Mrs Hall, Miss Moses and Mr Wells.
Mathematics End of Year Expectations. Year 1 Meeting Year 1 Expectations Year 1 Expectations: Number Count reliably to 100 Count on and back in 1s, 2s,
Fractions/Percentages/Ratio
2-8 Percents Warm Up Lesson Presentation Lesson Quiz Holt Algebra 1.
Whiteboardmaths.com © 2004 All rights reserved
Fractions and decimals review
Ordering fractions We can order numbers fairly easily. E.g
S.O.D.A. Start Of Day Activity
S.O.D.A. Start Of Day Activity
Look at the following number:
Lesson #1: Simplifying Radicals (For use with Sections 7-2 & 7-3)
Number line and Place Value.
KS2 Paper By Mr Maddison.
Fraction and Decimals Review- Unit 4
Must do (8/16): Solve. Leave your answer as an improper fraction. Do NOT use a calculator. Simplify all final answers and circle = Challenge!
KS2 or KS4? Which assessment* do these questions come from?
Objective - To round decimals to a specified place value.
S.O.D.A. Start Of Day Activity
Primary 4 Mathematics Decimals
A ratio with a denominator of 1. Per means “for each unit.”
Number Sense Fractions Geometry and Measurement Decimals Algebraic
Comparing and Ordering Decimals
A Guide to succeeding at Arithmetic
mr-mathematics.com Recapping: Top heavy fractions and mixed numbers
Year 3 Block 2 Assessment Paper 2 (Answers after each question)
Write the number that is half way between these 2 numbers.
Year 5 Mental Maths Test 3 Week 6
Year 5 Mental Maths Test 3 Week 6
Warm Up Change each percent to a decimal % % % 4. 1%
Numeracy skills are an important part of a young persons learning.
@primaryteachew TOP TIP: First find out what the scale goes up in.
KS2 Paper 2C 2017 By Mr Maddison.
Chapter 5 Decimals © 2010 Pearson Education, Inc. All rights reserved.
Square Roots
Chapter 7 – 3 Fractions, Decimals, and Percents
Presentation transcript:

1 Here are some shapes made of squares. A fraction of each shape is shaded. Match each shape to its equivalent fraction. 1 12 3 4 5 6 1 2 2 3

2 Complete the following to show equivalent fractions. 1 4 = 12 2 5 = 6 3 = 6 9

3 Write the decimal equivalent for each fraction: 1 2 = 1 4 =

Write a fraction that is equivalent to 0.75. 4 Write a fraction that is equivalent to 0.75.

5 Complete the following table that matches fractions and their decimal equivalents. 0.47 0.092 9 10 11 100 106 1000

6 Write the decimal number represented by this square and 3 possible fraction equivalents. 0.

7 Use the symbols <, >, or = to complete these equations: of 25 of 40 of 48 of 15 of 29 of 16 2 5 1 4 1 6 2 3 1 2 7 8

8 Cinema tickets cost £8.40 for adults and £3.20 for children. Over a year, twice as many adults buy tickets than children. The cinema decides to cut the price of the adult tickets by 25%, but increase the child tickets by 50%. If the same number of tickets are sold in the following year, will the cinema have a greater or smaller income from tickets?

9 72p £1.08 75p 88p Here are some fruits. 6 bananas 12 oranges 5 apples 75p 8 pears 88p Sama argues that the cost of 4 small oranges is more than one of each of the other fruit. Is she correct?

10 £1.90 48p 63p 90p Here are some bottled drinks. 2 litre fruit drink 500ml cola 48p 750ml lemonade 63p 1 litre orange juice 90p Calculate the cheapest drink per litre.

11 7 8 Shade some more squares in this rectangle so that is shaded.

12 Write the fraction represented by this shaded rectangle. Write the fraction with the smallest denominator possible.

13 Order the following fractions from smallest to largest. 9 10 7 8 5 16 1 2 3 8 smallest largest

14 Order 3 of the following fractions from smallest to largest. 2 5 3 20 3 10 1 5 smallest largest

15 Which digit in this number is in the hundredths place? 0.3092

16 Write the following fraction as a decimal. 17 1000

17 0.405 0.27 The numbers in these 3 circles add up to 1. Calculate the number that will go in the final circle.

18 Here is a number pyramid. The number in a box is the sum of the two numbers below it. Write the missing numbers. 0.743 0.458 0.625

19 This model is made of 25 cubes. What percentage of the cubes in the model are shaded?

20 Complete the following table to show the equivalent fractions, decimal fractions and percentages. Fraction Decimal Fraction Percentage 0.5 75% 0.7 2 3 3 8

21 Use the symbols <, >, or = to complete these equations: 14 8 21 12 13 6 12 5 16 3 9 2

22 Order 3 of the following fractions from largest to smallest. 5 3 5 3 15 8 7 10 1 1 largest smallest

23 This list of numbers is in ascending order from bottom to top. One number is in the wrong place. Circle the number that is in the wrong place. 16 9 17 10 5 3 23 12 13 8

24 Continue this sequence to find the decimal numbers in the marked boxes. 0.03 0.04 0.05 0.06 0.12 0.13 0.14 0.15

25a Complete the triangles so that the number in the centre is the sum of the numbers on the outside. 0.29 0.18 0.67

25b Complete the triangles so that the number in the centre is the sum of the numbers on the outside. 0.062 0.124 0.053

25c Complete the triangles so that the number in the centre is the sum of the numbers on the outside. 2.69 8.34

26 Here is a number pyramid. The number in a box is the product of the two numbers below it. Write the missing numbers. 0.16 0.02 0.05

27 Here is a number pyramid. The number in a box is the difference of the two numbers above it. Write the missing numbers. 0.34 0.18 0.95

28 Round the following numbers to 1 decimal place. a) 0.34 = b) 1.98 = c) 4.55 =

29 1g of gold costs £24.37. A ring is made of 150g of gold. How much will the gold for the ring cost?

30 A tourist wants to change £80 into US dollars. The rate is £1 buys $1.4892 dollars. How many dollars will the tourist buy? Round your answer to the nearest cent.