Section A Coordinate Geometry Grade G / F

Similar documents
Section A Plotting Straight Line Graphs Grade D / C

STRAND: GRAPHS Unit 1 Straight Lines

x

Section A Plotting Straight Line Graphs Grade D / C

PLC Papers. Created For:

Section A Finding Vectors Grade A / A*

CARIBBEAN SECONDARY EDUCATION CERTIFICATE EXAMINATION (MAY 2015) MATHEMATICS Paper 02 General Proficiency. 2 hours and 40 minutes

1. Peter cuts a square out of a rectangular piece of metal. accurately drawn. x + 2. x + 4. x + 2

General Certificate of Secondary Education Foundation Tier June Time allowed 1 hour 30 minutes

43603F. General Certificate of Secondary Education Foundation Tier June Unit 3. (JUN F01) WMP/Jun12/43603F F

Franklin Math Bowl 2010 Group Problem Solving Test Grade 6

43603H. (MAR H01) WMP/Mar13/43603H. General Certificate of Secondary Education Higher Tier March Unit H

UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certifi cate of Secondary Education

Paper reference. 5504/04 Edexcel GCSE Mathematics A 1387 Paper 4 (Calculator) Intermediate Tier. Tuesday 9 November 2004 Morning Time: 2 hours

General Certificate of Secondary Education Higher Tier

PLC Papers Created For:

Algebra. CLCnet. Page Topic Title. Revision Websites. GCSE Revision 2006/7 - Mathematics. Add your favourite websites and school software here.

CHAPTER 9 MOTION ALONG A STRAIGHT LINE FORM 5 PAPER 2

Test Corrections for Unit 1 Test

Maths GCSE Langdon Park Foundation Calculator pack A

GCSE MATHEMATICS 43603F. Foundation Tier Unit 3 Geometry and Algebra. Morning. (NOV F01) WMP/Nov16/E4. Materials.

The City School. Comprehensive Worksheet (2 nd Term) Mathematics Class 8. Branch/Campus:

Coordinate geometry. Topic 3. Why learn this? What do you know? Learning sequence. number and algebra

STRAIGHT LINE GRAPHS. Lesson. Overview. Learning Outcomes and Assessment Standards

UNIVERSITY OF LONDON GENERAL CERTIFICATE OF EDUCATION

Rate of Change and Slope. ESSENTIAL QUESTION How do you find a rate of change or a slope?

MATHEMATICS (SYLLABUS D) 4024/11

43603F. (NOV F01) WMP/Nov13/43603F/E4. General Certificate of Secondary Education Foundation Tier November Unit 3

Level 1 Calculus Final Exam Day 1 50 minutes

E Math (4048/01) Total marks : (a) Simplify 3 2x 1. Answer. [2] (b) Factorise 6x. 2. Factorise completely 4ax 12by 16ay 3bx

Mathematics (Project Maths Phase 3)

Candidate Name Centre Number Candidate Number

Higher Unit 6a b topic test

Area Volume Density Speed Velocity Acceleration Chapter 35 Science Matters

Unit 2: Number, Algebra, Geometry 1 (Non-Calculator) Foundation Tier. Thursday 8 November 2012 Afternoon Time: 1 hour 15 minutes

Unit 2: Number, Algebra, Geometry 1 (Non-Calculator) Foundation Tier

KVS Junior Mathematics Olympiad (JMO) 2001

2013 Grade 9 Mathematics Set A

Wednesday 2 November 2016 Morning Time: 1 hour 45 minutes

Candidate number. Centre number

UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education

5 Linear Graphs and Equations

5.1 Coordinates 1. A (1, 2) B ( 4, 0) C ( 2, 3) D (3, 2) E (1, 4) F (0, 2) G ( 2, 3) H (0, 5)

Section A Bearings Grade C

Patterns and Relations Unit Review

UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS General Certificate of Education Ordinary Level

Mathematics Paper 3 (Calculator)

2. If an object travels at five feet per second, how many feet does it travel in one hour?

A proportion is a statement equating two ratios. example: A proportion using the ratio above is 9:4 = 18:8 or

General Certificate of Secondary Education Foundation Tier

SAMPLE ASSESSMENT TASKS MATHEMATICS METHODS ATAR YEAR 12

UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS General Certificate of Education Ordinary Level

Calculating methods. Addition. Multiplication. Th H T U Th H T U = Example

UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education. 2 hours

General Certificate of Secondary Education Higher Tier

Analyzing Motion: Enrichment

Area and Volume 2. Circles. Trapeziums. and Measures. Geometry. Key Point. Key Point. Key Point

Physics 30S Unit 2 Motion Graphs. Mrs. Kornelsen Teulon Collegiate Institute

The diagram shows a path, ST, up a hill. The path is 1.2 kilometres long and slopes at an angle of 21 to the horizontal.

Which range of numbers includes the third quartile of coats collected for both classes? A. 4 to 14 B. 6 to 14 C. 8 to 15 D.

1 a Dawn s 14th birthday was on 1st September. On 8th September she was 14 years and 1 week old. b How old was Dawn on 1st June the following year?

Mathematics A *P45840A0124* Pearson Edexcel GCSE P45840A. Paper 2 (Calculator) Higher Tier. Friday 6 November 2015 Morning Time: 1 hour 45 minutes

Odd numbers 4 2 = 4 X 4 = 16

221 MATH REFRESHER session 3 SAT2015_P06.indd 221 4/23/14 11:39 AM

*GMT21* *28GMT2101* Mathematics. Unit T2 (With calculator) Foundation Tier [GMT21] FRIDAY 9 JANUARY, 9.15 am am. 1 hour 30 minutes.

Unit 2: Number, Algebra, Geometry 1 (Non-Calculator)

1201 Common Mathematics Assessment - June 2013 Answer Sheet. Name

Introducing Instantaneous Rate of Change

Chapter 11 Exercise 11.1

For use after the chapter Graphing Linear Equations and Functions 3 D. 7. 4y 2 3x 5 4; (0, 1) x-intercept: 6 y-intercept: 3.

General Certificate of Secondary Education Higher Tier June Time allowed 1 hour 30 minutes

PART A: Answer in the space provided. Each correct answer is worth one mark each.

GATUNDU SUB COUNTY FORM FOUR 2016 EVALUATION EXAM

Mathematics (Linear) 4365/1H

30S Pre Calculus Final Exam Review Chapters 5 8

8 th Grade Fall Semester Exam REVIEW

KINEMATICS/ TRAVEL GRAPHS/ CONVERSION GRAPHS

End Of Term 2 Revision Sheet

Y10 End of Year Exam Review Exercise _Academic

MEP Pupil Text 13-19, Additional Material. Gradients of Perpendicular Lines

Choose a circle to show how much each sentence is like you. Very Unlike Me. Unlike Me. Like Me. 01. I like maths at school. 02. I am good at maths.

G.C.E.(O.L.) Support Seminar

Instructions. Information. Advice

High School HS Geometry 1819 GSE Geometry Unit 5 Full Touchstone

Mechanics 1. Motion MEI, 20/10/08 1/5. Chapter Assessment

TRIGONOMETRY (1) AREA of TRIANGLE, SINE RULE and COSINE RULE cm

length of the string in centimeters, and v is the velocity of the wave in centimeters per second, what is the unit of the tension of the string, T?

ABC is a triangle. The point D lies on AC. Angle BDC = 90 BD = 10 cm, AB = 15 cm and DC = 12.5 cm.

IB Questionbank Mathematical Studies 3rd edition. Quadratics. 112 min 110 marks. y l

END-OF-YEAR-EXAMINATIONS. Time allowed: 2 hours

Unit 2 - Motion. Chapter 3 - Distance and Speed. Unit 2 - Motion 1 / 76

Grade 8 Mathematics SESSION 1


Book 5. The wee Maths Book. Growth. Grow your brain. N4 Numeracy. of Big Brain. Guaranteed to make your brain grow, just add some effort and hard work

BUMPER BETWEEN PAPERS PRACTICE PAPER. SET 2 (of 3) Foundation Tier (Summer 2017) QUESTIONS. Not A best Guess paper.

Pair of Linear Equations in Two Variables

The area under a graph can be estimated by counting squares.

Mathematical review trigonometry vectors Motion in one dimension

Mathematics Paper 2 (Calculator)

x y = 1 x + 2y = 7 y = x + 1 y = 2x 4 Solve these simultaneous equations. 2x + 3y = 8 2x + 3y = 6 4x y = 6 3 = x + 2y Guided practice worksheet

Transcription:

Name: Teacher Assessment Section A Coordinate Geometr Grade G / F. (a) On the grid plot the points with coordinates (, ), (, ) and (, ). x () (b) Join the points and give the mathematical name of the shape.. The parallelogram ABCD is drawn on a centimetre square grid. Answer... (Total marks) A B O x D C The coordinates of A are (, ). Write down the coordinates of B, C and D. Answer B (...,...) C (...,...) D (...,...) () (Total marks) St Paul s Catholic School

. Triangle ABC is drawn on a grid. A O x C Write down the coordinates of A, B and C. B Answer A (,.) B (,.) C (,.) (Total marks). Points A, B and C are three corners of a square ABCD. 7 C Success: B Target: A 7 x (a) Write down the coordinates of A, B and C. A (...,...) B (...,...) C (...,...) () (b) The point D (, ) is the fourth corner of the square. Mark, with X, the position of the point D on the grid. (Total marks) St Paul s Catholic School

Teacher Assessment Section B Straight Line Grade E C. A line AB is shown on the grid. 7 A P 7 8 9 B x (a) Mark the mid-point of AB. Label it M. (b) Write down the coordinates of M. Answer (...,...) (c) Draw a line through the point P, parallel to the line AB.. The diagram shows the points P (, ) and Q (, ). (Total marks) Q Find the coordinates of the mid-point of the line segment PQ.......... O P x Answer (...,... ) (Total marks) St Paul s Catholic School

. (a) On the grid below, draw the graph of = x for values of x from to +... () O x 7 (b) The line = crosses = x at P. Write down the coordinates of P.. On the grid below, draw the graph of = 7 x for values of x from to 7.... Answer (...,... ) (Total marks)............... 7 x 7 (Total marks) St Paul s Catholic School

. The line = crosses the line = x at the point P. What are the coordinates of P? You ma use the grid below if ou wish............. O x Answer (...,...) (Total marks) St Paul s Catholic School

. On the grid below draw the graph of = x for values of x from to.............................................. 7 9 8 7 x (Total marks) St Paul s Catholic School

7. (a) On the grid draw the graph = x + for values of x from to. 9 8 7 x () (b) Solve x + = 7. Answer x =... ()(Total marks) Success: Target: St Paul s Catholic School 7

Teacher Assessment Section C Real Life Grade F C. This is a conversion graph for gallons and litres. Litres 7 8 Gallons (a) Use the graph to convert (i) gallons to litres, Answer... litres (ii) litres to gallons. Answer... gallons () (b) gallons is approximatel litres. Explain how ou can use the graph to show this............. (Total marks) St Paul s Catholic School 8

. On a gas oven F = Gas Mark and F = Gas Mark 8 (a) Plot these values on the grid. 9 8 7 Gas Mark 7 7 7 Temperature F () (b) (c) Join our points with a straight line. Using our conversion graph, or otherwise, work out the Gas Mark for a temperature of 7 F... Answer Gas mark... () (Total marks) St Paul s Catholic School 9

. A speed limit in France is kilometres per hour. The speedometer shows the speed of a lorr. 8 8 km/h (a) How much slower than the speed limit is the lorr travelling? Answer... km/h () (b) (i) Use the graph to convert kilometres per hour into miles per hour. miles per hour 8 8 8 kilometres per hour Answer... miles per hour (ii) Convert 9 kilometres per hour into miles per hour....... Answer... miles per hour () (Total marks) St Paul s Catholic School

. (a) Liquid is poured at a stead rate into the bottle shown in the diagram. As the bottle is filled, the height, h, of the liquid in the bottle changes. Which of the five graphs below shows this change? Give a reason for our choice. Graph A Graph B h h Graph C Graph D h h Graph E h Graph.. Reason...... () St Paul s Catholic School

(b) Liquid is poured at a stead rate into another container. The graph shows how the height, h, of the liquid in this container changes. Sketch a picture of this container. h (Total marks). The graph shows a train journe from A to D, stopping at B and C. D C Distance (km) B A (a) What is the time when the train leaves B? Answer... (b) How far is it from A to C? Answer... km (c) During which part of the journe did the train travel the fastest? Explain our answer. Answer... Explanation.... () (Total marks) St Paul s Catholic School

. The graph illustrates a metre race between Nina and Poll. Distance (metre) Nina Poll 8 8 (seconds) (a) Who was in the lead seconds after the start of the race? Answer... (b) Describe what happened seconds after the start of the race. (c) Describe what happened to Nina 9 seconds after the start of the race. (d) Who won the race? Answer... (Total marks) St Paul s Catholic School

7. The graph shows Adil s biccle journe. Distance from start (km) (hours) (a) How man times does Adil stop on his journe? Answer (b) How man times is Adil exactl km from the start of his journe? Answer (c) What is the total distance that Adil travels on his journe? Answer.. km (d) Calculate Adil s average speed during the first minutes of his journe. Give our answer in kilometres per hour. Answer km/h () (Total marks) St Paul s Catholic School

8. The distance-time graph shows the journe of a train between two stations. The stations are kilometres apart. Distance (kilometres) 7 8 9 (minutes) (a) During the journe the train stopped at a signal. For how long was the train stopped?...... Answer... minutes (b) What was the average speed of the train for the whole journe? Give our answer in kilometres per hour................... Answer... kilometres per hour () (Total marks) St Paul s Catholic School

9. The graphs show two parts of a train journe. Describe in words what is happening in each part. (a) Speed (b) Speed..................() (Total marks). A rectangular tank contains water. The height of the water is 8 cm. The length of the diagonal of the surface of the water is cm. Water is leaking from the tank at a stead rate. The tank is empt after minutes. (a) Sketch the graph of the length of the diagonal against the time. ( mark) (b) Sketch the graph of the height against the time. ( marks) (Total marks) Success: Target: St Paul s Catholic School