This document is a 15-page mathematics assessment for Form 3 students on Rates, Ratios and Proportions II. It contains 35 multiple choice questions testing 7 constructs in English, followed by 5 open-ended questions to be read aloud by the teacher. The assessment covers topics like rates, speed, time, distance, and unit conversions.
Dokumen ini berisi soalan-soalan matematika tingkatan 2 yang meliputi topik-topik seperti operasi algebra, persamaan linear, nisbah, geometri dan transformasi geometri. Terdapat 10 soalan dengan berbagai subsoalan yang mencakup berbagai aspek matematika.
1. A balanced diet containing the seven classes of food is necessary to meet daily nutritional requirements and prevent deficiency diseases.
2. The digestive system breaks down food through physical and chemical digestion in the mouth, stomach, and small intestine to absorb nutrients in the bloodstream.
3. Constipation can be caused by not eating enough fibre or drinking enough water, and can be cured by consuming laxatives, high-fibre foods, and more fluids.
Interest Assignments
Partnership Assignments
Percentages Assignment
Profit and Loss
Assignments
Proportion Assignments
Set Theory Assignments
Time and Distance Assignments
Time and Work Assignments
Permutation Assignments
Allegation Assignments
AP,GP Assignments
The document provides examples and solutions to problems involving speed, distance, and time calculations for objects moving at constant or varying speeds. It includes conversions between km/hr and m/s, examples of calculating average speed and determining distances traveled given speeds and time differences, and sample problems about the speeds and lengths of trains passing stations or other trains.
This document contains 15 math and science word problems with graphs. It provides formulas, equations, and functions to represent relationships between various variables such as time and distance, weight and dose, cost and time, etc. It uses line graphs, bar graphs, and other visual representations to illustrate proportional and periodic relationships. The problems cover topics like speed, growth rates, monetary costs, medical dosages, and other applications of functional thinking.
This document contains 18 word problems related to calculating speed, distance, and time for objects traveling at various speeds. The problems involve converting between km/h and m/s, calculating distances and times traveled given speed and time information, determining average speeds for journeys with multiple speeds, and calculating missing information like distances or speeds given other details about journeys.
A man leaves P and reaches Q in 3 hours at an average speed of 60 kmph. The distance from P to Q is 180 km. The document discusses relationships between speed, time, and distance. It provides formulas for calculating speed, time, and distance when two of the variables are known. It also covers converting between units of speed and examples of problems calculating distance or time when given speed(s) and time(s) for parts of a journey.
Dokumen ini berisi soalan-soalan matematika tingkatan 2 yang meliputi topik-topik seperti operasi algebra, persamaan linear, nisbah, geometri dan transformasi geometri. Terdapat 10 soalan dengan berbagai subsoalan yang mencakup berbagai aspek matematika.
1. A balanced diet containing the seven classes of food is necessary to meet daily nutritional requirements and prevent deficiency diseases.
2. The digestive system breaks down food through physical and chemical digestion in the mouth, stomach, and small intestine to absorb nutrients in the bloodstream.
3. Constipation can be caused by not eating enough fibre or drinking enough water, and can be cured by consuming laxatives, high-fibre foods, and more fluids.
Interest Assignments
Partnership Assignments
Percentages Assignment
Profit and Loss
Assignments
Proportion Assignments
Set Theory Assignments
Time and Distance Assignments
Time and Work Assignments
Permutation Assignments
Allegation Assignments
AP,GP Assignments
The document provides examples and solutions to problems involving speed, distance, and time calculations for objects moving at constant or varying speeds. It includes conversions between km/hr and m/s, examples of calculating average speed and determining distances traveled given speeds and time differences, and sample problems about the speeds and lengths of trains passing stations or other trains.
This document contains 15 math and science word problems with graphs. It provides formulas, equations, and functions to represent relationships between various variables such as time and distance, weight and dose, cost and time, etc. It uses line graphs, bar graphs, and other visual representations to illustrate proportional and periodic relationships. The problems cover topics like speed, growth rates, monetary costs, medical dosages, and other applications of functional thinking.
This document contains 18 word problems related to calculating speed, distance, and time for objects traveling at various speeds. The problems involve converting between km/h and m/s, calculating distances and times traveled given speed and time information, determining average speeds for journeys with multiple speeds, and calculating missing information like distances or speeds given other details about journeys.
A man leaves P and reaches Q in 3 hours at an average speed of 60 kmph. The distance from P to Q is 180 km. The document discusses relationships between speed, time, and distance. It provides formulas for calculating speed, time, and distance when two of the variables are known. It also covers converting between units of speed and examples of problems calculating distance or time when given speed(s) and time(s) for parts of a journey.
The document defines key vocabulary related to motion, including speed, velocity, and acceleration. It provides examples of calculating speed using distance and time. Velocity is defined as speed with direction, and acceleration is the rate of change of velocity. Graphs of distance over time are used to analyze motion and identify whether an object is maintaining constant speed or accelerating. Worked examples are provided for calculating speed, velocity, and analyzing motion graphs.
1. The document provides teaching notes on speed, time, and distance concepts including definitions of key terms like speed, average speed, and relative speed.
2. It includes examples of speed, time, and distance word problems and step-by-step solutions showing calculations and conversions between units.
3. Sample problems cover topics like calculating time to meeting points, average speeds, relative speeds of objects traveling in the same or opposite directions, and speed of boats traveling upstream or downstream.
1. The document provides teaching notes on speed, time, and distance concepts including definitions of key terms like speed, average speed, and relative speed.
2. It includes examples of speed, time, and distance word problems and step-by-step solutions showing calculations and conversions between units.
3. Sample problems cover topics like calculating time to meeting points, average speeds, relative speeds of objects traveling in the same or opposite directions, and speed of boats traveling upstream or downstream.
This document contains 15 multi-part math word problems involving speed, distance, and time calculations related to scenarios involving vehicles like trains, boats, and people walking or running. The problems cover concepts like relative speed, speed with/against current, catching up, passing events, and meeting times. The reader is asked to calculate values like travel distances, speeds, times to meet/pass, and time/distance differences between events based on the information provided for each scenario.
The document discusses fuel economy and calculating fuel costs. It provides examples of calculating distance traveled from odometer readings, comparing the fuel economy of different vehicles, calculating liters of fuel used and fuel costs based on distance driven and price per liter. For one example, Archie drove 350km in the city at 10.5L/100km and 200km on the highway at 7.4L/100km, using a total of 51.55 liters of fuel at a cost of $32.17.
IT IS AN IMPORTANT TOPIC FOR ALL COMPETITIVE LEVEL EXAMINATIONS OR GOVT EXAMINATIONS. IT IS VERY HELPFUL FOR THOSE WHO ARE APPEARING FOR THOSE JOB EXAMINATIONS,
The document provides information on the relationships between distance, time, and speed. It includes formulas for converting between kilometers per hour and meters per second, calculating average speed when distances are covered at different speeds, and calculating relative speeds of objects like trains moving in the same or opposite directions. It then provides a quiz with 10 multiple choice questions related to using these formulas and concepts to solve word problems involving time, distance, and speed.
This document contains a 40 question multiple choice exam for the International General Certificate of Secondary Education (IGCSE) Physics exam. The exam tests knowledge of concepts in physics including kinematics, forces, energy, waves, electricity, and radioactivity. It provides the instructions for candidates, informing them that they will have 45 minutes to complete the exam and that each correct answer is worth one mark.
This document provides definitions and examples related to kinematics concepts such as linear motion, scalars, vectors, distance, displacement, speed, velocity, acceleration, and deceleration. It defines these terms and provides examples of calculating displacement, speed, velocity, and acceleration using kinematic equations. Examples include calculating the displacement of an object moving in various directions, average speed, velocity, acceleration rates, and distances covered during acceleration.
The document provides guidance on identifying and calculating angles between lines and planes in 3-dimensional space. It outlines four key skills: 1) Identifying the angle between a line and plane, 2) Calculating the angle between a line and plane, 3) Identifying the angle between two planes, and 4) Calculating the angle between two planes. Examples are given to demonstrate how to use trigonometric functions like tangent to determine specific angles within diagrams of 3D objects. Activities are also included for students to practice applying the skills, such as identifying angles within diagrams of cuboids.
This document provides examples of writing quadratic equations in general form. It shows working through solving two equations step-by-step and rewriting them as ax2 + bx + c = 0, with a = 1 for the first equation, and a = 2 for the second.
SMK Kampung Gelam memberikan ringkasan singkat tentang sekolah tersebut. Sekolah ini terletak di Melaka dan memulakan operasinya pada tahun 2009 dengan 195 pelajar dan 15 guru. Sekolah ini mempunyai pelbagai kemudahan pendidikan dan sukan untuk menyokong pembelajaran pelajar.
The document is a 10 question pretest about salts. It asks students to identify examples of salts used in daily life, which salt is used as a fertilizer, and which salt can neutralize excess stomach acid. It also asks students to identify the acid used to make ammonium chloride, the salt formed from sodium hydroxide and hydrochloric acid, chemical equations that represent neutralization, reactions that can produce potassium sulfate, true statements about salts, the type of salts formed from ethanoic acid, and the definition of a salt.
This document contains a pretest for a topic on acids and bases. The pretest has 24 multiple choice questions that assess understanding of key concepts such as: [1] the definition of acids and bases, [2] properties of strong vs. weak acids and bases, and [3] calculations involving molarity, moles, and mass in acid/base solutions. Students are to record their answers in a provided table with spaces for each question number.
The document is a 15 question post-test on electrochemistry. It contains multiple choice questions testing understanding of electrolysis apparatus, electrolytes, half-reactions, and products of electrolysis for various molten salts including sodium chloride, lead(II) bromide, and potassium iodide. Diagrams of electrolysis set-ups are provided with some questions referring to labeled components or substances.
1. The document is a post-test on chemical bonds with 15 multiple choice questions and answers.
2. The questions cover topics like chemical stability of atoms, ion formation, ionic and covalent bonding, Lewis structures, and the periodic table.
3. The final question asks which statement about ionic and covalent bonds is not true - that covalent bonds involve electrostatic force of attraction.
Surat pekeliling ini membincangkan langkah-langkah untuk meningkatkan keselamatan pelajar di sekolah. Ia menyarankan peningkatan kesedaran terhadap keselamatan diri melalui pengajaran dan peraturan. Langkah-langkah seperti sistem kawalan keluar-masuk, tempat berkumpul selamat, dan larangan kawasan tersembunyi diperkenalkan. Semua pihak perlu bekerjasama untuk melaksanakan peraturan keselamatan di sekol
The document defines key vocabulary related to motion, including speed, velocity, and acceleration. It provides examples of calculating speed using distance and time. Velocity is defined as speed with direction, and acceleration is the rate of change of velocity. Graphs of distance over time are used to analyze motion and identify whether an object is maintaining constant speed or accelerating. Worked examples are provided for calculating speed, velocity, and analyzing motion graphs.
1. The document provides teaching notes on speed, time, and distance concepts including definitions of key terms like speed, average speed, and relative speed.
2. It includes examples of speed, time, and distance word problems and step-by-step solutions showing calculations and conversions between units.
3. Sample problems cover topics like calculating time to meeting points, average speeds, relative speeds of objects traveling in the same or opposite directions, and speed of boats traveling upstream or downstream.
1. The document provides teaching notes on speed, time, and distance concepts including definitions of key terms like speed, average speed, and relative speed.
2. It includes examples of speed, time, and distance word problems and step-by-step solutions showing calculations and conversions between units.
3. Sample problems cover topics like calculating time to meeting points, average speeds, relative speeds of objects traveling in the same or opposite directions, and speed of boats traveling upstream or downstream.
This document contains 15 multi-part math word problems involving speed, distance, and time calculations related to scenarios involving vehicles like trains, boats, and people walking or running. The problems cover concepts like relative speed, speed with/against current, catching up, passing events, and meeting times. The reader is asked to calculate values like travel distances, speeds, times to meet/pass, and time/distance differences between events based on the information provided for each scenario.
The document discusses fuel economy and calculating fuel costs. It provides examples of calculating distance traveled from odometer readings, comparing the fuel economy of different vehicles, calculating liters of fuel used and fuel costs based on distance driven and price per liter. For one example, Archie drove 350km in the city at 10.5L/100km and 200km on the highway at 7.4L/100km, using a total of 51.55 liters of fuel at a cost of $32.17.
IT IS AN IMPORTANT TOPIC FOR ALL COMPETITIVE LEVEL EXAMINATIONS OR GOVT EXAMINATIONS. IT IS VERY HELPFUL FOR THOSE WHO ARE APPEARING FOR THOSE JOB EXAMINATIONS,
The document provides information on the relationships between distance, time, and speed. It includes formulas for converting between kilometers per hour and meters per second, calculating average speed when distances are covered at different speeds, and calculating relative speeds of objects like trains moving in the same or opposite directions. It then provides a quiz with 10 multiple choice questions related to using these formulas and concepts to solve word problems involving time, distance, and speed.
This document contains a 40 question multiple choice exam for the International General Certificate of Secondary Education (IGCSE) Physics exam. The exam tests knowledge of concepts in physics including kinematics, forces, energy, waves, electricity, and radioactivity. It provides the instructions for candidates, informing them that they will have 45 minutes to complete the exam and that each correct answer is worth one mark.
This document provides definitions and examples related to kinematics concepts such as linear motion, scalars, vectors, distance, displacement, speed, velocity, acceleration, and deceleration. It defines these terms and provides examples of calculating displacement, speed, velocity, and acceleration using kinematic equations. Examples include calculating the displacement of an object moving in various directions, average speed, velocity, acceleration rates, and distances covered during acceleration.
The document provides guidance on identifying and calculating angles between lines and planes in 3-dimensional space. It outlines four key skills: 1) Identifying the angle between a line and plane, 2) Calculating the angle between a line and plane, 3) Identifying the angle between two planes, and 4) Calculating the angle between two planes. Examples are given to demonstrate how to use trigonometric functions like tangent to determine specific angles within diagrams of 3D objects. Activities are also included for students to practice applying the skills, such as identifying angles within diagrams of cuboids.
This document provides examples of writing quadratic equations in general form. It shows working through solving two equations step-by-step and rewriting them as ax2 + bx + c = 0, with a = 1 for the first equation, and a = 2 for the second.
SMK Kampung Gelam memberikan ringkasan singkat tentang sekolah tersebut. Sekolah ini terletak di Melaka dan memulakan operasinya pada tahun 2009 dengan 195 pelajar dan 15 guru. Sekolah ini mempunyai pelbagai kemudahan pendidikan dan sukan untuk menyokong pembelajaran pelajar.
The document is a 10 question pretest about salts. It asks students to identify examples of salts used in daily life, which salt is used as a fertilizer, and which salt can neutralize excess stomach acid. It also asks students to identify the acid used to make ammonium chloride, the salt formed from sodium hydroxide and hydrochloric acid, chemical equations that represent neutralization, reactions that can produce potassium sulfate, true statements about salts, the type of salts formed from ethanoic acid, and the definition of a salt.
This document contains a pretest for a topic on acids and bases. The pretest has 24 multiple choice questions that assess understanding of key concepts such as: [1] the definition of acids and bases, [2] properties of strong vs. weak acids and bases, and [3] calculations involving molarity, moles, and mass in acid/base solutions. Students are to record their answers in a provided table with spaces for each question number.
The document is a 15 question post-test on electrochemistry. It contains multiple choice questions testing understanding of electrolysis apparatus, electrolytes, half-reactions, and products of electrolysis for various molten salts including sodium chloride, lead(II) bromide, and potassium iodide. Diagrams of electrolysis set-ups are provided with some questions referring to labeled components or substances.
1. The document is a post-test on chemical bonds with 15 multiple choice questions and answers.
2. The questions cover topics like chemical stability of atoms, ion formation, ionic and covalent bonding, Lewis structures, and the periodic table.
3. The final question asks which statement about ionic and covalent bonds is not true - that covalent bonds involve electrostatic force of attraction.
Surat pekeliling ini membincangkan langkah-langkah untuk meningkatkan keselamatan pelajar di sekolah. Ia menyarankan peningkatan kesedaran terhadap keselamatan diri melalui pengajaran dan peraturan. Langkah-langkah seperti sistem kawalan keluar-masuk, tempat berkumpul selamat, dan larangan kawasan tersembunyi diperkenalkan. Semua pihak perlu bekerjasama untuk melaksanakan peraturan keselamatan di sekol
1. A student carried out an experiment to investigate the relationship between the change in length (y) of a spring and the mass (m) of a load placed on the spring.
2. The student measured the change in length of the spring for different masses and recorded the data in a table.
3. A graph of y against m showed that y increased linearly with m, indicating the change in length of the spring is directly proportional to the mass of the load.
1. The document discusses the characteristics of precision, accuracy, and sensitivity which are important when selecting a measuring instrument.
2. Precision refers to the consistency or reproducibility of measurements, while accuracy refers to how close measurements are to the true or accepted value.
3. Sensitivity is the ability of an instrument to detect small changes in the measured quantity. More sensitive instruments have finer scale divisions and can measure smaller amounts.
This document discusses the importance of measurement in physics and introduces the International System of Units (SI Units) used to measure physical quantities. It provides definitions and examples of base units like the meter, kilogram, second, kelvin, and ampere. Prefixes are also introduced to write very large and small numbers in standard form with powers of ten. Examples are provided to convert between different units of length, mass, time, volume, velocity, pressure, and acceleration.
This document discusses base and derived physical quantities in physics. It defines base quantities as those that cannot be derived from other quantities, and lists the five base SI units as length, mass, time, temperature, and current. Derived quantities are defined as those derived from base quantities through multiplication or division, and examples given are area, velocity, and density. The document also discusses scalar and vector quantities, with scalars having magnitude only and vectors having both magnitude and direction.
This document describes several activities to teach students about experimentation and identifying variables. The activities explore evaporation, solubility, dissolving, acids, alkalis, temperature, pressure, springs, and friction. For each activity, the document identifies the manipulated variable, responding variable, and any constant/controlled variables. It also provides examples of how to operationally define scientific terms based on experimental observations and measurements. The overall purpose is to help students learn about experimental design and identifying the key variables in experiments.
This document provides teaching materials and activities for lessons on water and solutions. It includes:
1. Word lists and definitions for key scientific terms related to the physical characteristics and composition of water, such as melting point, boiling point, and electrolysis.
2. Details on activities to reinforce vocabulary, including word puzzles, jumbles, and crossword puzzles using the terms.
3. Instructions for teachers on distributing materials, having students complete the activities, and going over answers to check understanding.
The goal is to help students learn and understand important scientific vocabulary through engaging classroom exercises on topics like the physical properties and molecular structure of water.
This document discusses common misconceptions that occur during the teaching and learning of science topics. It provides examples of misconceptions related to various concepts in biology and physics. The objectives are to help teachers identify these misconceptions and be aware that they may be unintentionally passing them on to students. Suggestions include activities for teachers to help students distinguish between correct and incorrect understandings. The document aims to improve science education by reducing the spread of misconceptions.
Pantun ini membahas tentang prinsip-prinsip fizik seperti tekanan, tindak balas tekanan, dan sistem hidraulik. Pantun 1 dan 2 membahas tentang tekanan yang dihasilkan oleh beban dan atmosfera. Pantun 3 dan 4 menjelaskan bagaimana tekanan cecair dan atmosfera dapat mempengaruhi pergerakan cecair. Pantun 5 ingin membina sistem hidraulik berdasarkan prinsip Pascal.
How to Manage Reception Report in Odoo 17Celine George
ย
A business may deal with both sales and purchases occasionally. They buy things from vendors and then sell them to their customers. Such dealings can be confusing at times. Because multiple clients may inquire about the same product at the same time, after purchasing those products, customers must be assigned to them. Odoo has a tool called Reception Report that can be used to complete this assignment. By enabling this, a reception report comes automatically after confirming a receipt, from which we can assign products to orders.
How to Download & Install Module From the Odoo App Store in Odoo 17Celine George
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Custom modules offer the flexibility to extend Odoo's capabilities, address unique requirements, and optimize workflows to align seamlessly with your organization's processes. By leveraging custom modules, businesses can unlock greater efficiency, productivity, and innovation, empowering them to stay competitive in today's dynamic market landscape. In this tutorial, we'll guide you step by step on how to easily download and install modules from the Odoo App Store.
Andreas Schleicher presents PISA 2022 Volume III - Creative Thinking - 18 Jun...EduSkills OECD
ย
Andreas Schleicher, Director of Education and Skills at the OECD presents at the launch of PISA 2022 Volume III - Creative Minds, Creative Schools on 18 June 2024.
Information and Communication Technology in EducationMJDuyan
ย
(๐๐๐ ๐๐๐) (๐๐๐ฌ๐ฌ๐จ๐ง 2)-๐๐ซ๐๐ฅ๐ข๐ฆ๐ฌ
๐๐ฑ๐ฉ๐ฅ๐๐ข๐ง ๐ญ๐ก๐ ๐๐๐ ๐ข๐ง ๐๐๐ฎ๐๐๐ญ๐ข๐จ๐ง:
Students will be able to explain the role and impact of Information and Communication Technology (ICT) in education. They will understand how ICT tools, such as computers, the internet, and educational software, enhance learning and teaching processes. By exploring various ICT applications, students will recognize how these technologies facilitate access to information, improve communication, support collaboration, and enable personalized learning experiences.
๐๐ข๐ฌ๐๐ฎ๐ฌ๐ฌ ๐ญ๐ก๐ ๐ซ๐๐ฅ๐ข๐๐๐ฅ๐ ๐ฌ๐จ๐ฎ๐ซ๐๐๐ฌ ๐จ๐ง ๐ญ๐ก๐ ๐ข๐ง๐ญ๐๐ซ๐ง๐๐ญ:
-Students will be able to discuss what constitutes reliable sources on the internet. They will learn to identify key characteristics of trustworthy information, such as credibility, accuracy, and authority. By examining different types of online sources, students will develop skills to evaluate the reliability of websites and content, ensuring they can distinguish between reputable information and misinformation.
2. MODULE 12: RATES, RATIOS AND PROPORTIONS II
Arahan:
1. Modul ini mengandungi tiga puluh lima soalan. Semua soalan adalah dalam bahasa
Inggeris.
2. Modul merangkumi tujuh konstruk yang diuji
K1 - Memahami soalan dalam bahasa Inggeris
K3 - Memahami istilah matematik dalam bahasa Inggeris
K5 - Menguasai konstruk pengetahuan
K6 - Menguasai konstruk kefahaman
K7 - Menguasai konstruk kemahiran
K8 - Mengungkapkan idea/informasi dalam bahasa Inggeris
K10 - Memahami pengajaran dan pembelajaran dalam bahasa Inggeris
3. Murid hendaklah menulis maklumat diri dalam kertas jawapan objektif disediakan. Murid
juga perlu memastikan maklumat konstruk, nombor soalan dan jumlah soalan seperti
yang dibaca oleh guru di dalam ruangan disediakan dalam kertas jawapan objektif
sebelum ujian.
4. Bagi soalan objektif, anda perlu menandakan jawapan dengan menghitamkan
pilihan jawapan pada pilihan jawapan A , B , C atau D pada kertas jawapan objektif.
Contoh:
Antara berikut, yang manakah haiwan?
A. Pokok B. Kambing C. Kereta D. Pen
A B C D E
5. Untuk soalan subjektif, jawapan hendaklah ditulis pada kertas berasingan yang
disediakan oleh guru.
6. Jawab semua soalan.
Modul ini mengandungi 15 halaman bercetak
2
3. 7
ยฐC per
1 The temperature of a metal block rises 7ยฐC every two minutes when rate of heating is
2
minute. If the temperature decreases 3ยฐC every minute, what is the rate of cooling?
7
ยฐC per minute
A
2
3 ยฐC per minute
B
3
ยฐC per minute
C
2
7 ยฐC per minute
D
2 The speed of a car is 50km/h if distance travelled in one hour is 50 km. What is the speed of a
toy car if the distance travelled in one minute is 65 m?
A 65km/h
B 65m/min
C 50m/min
D 50km/h
3 The distance travelled by a car is equal to the product of its speed and time taken. Calculate
the distance travelled in 2 hours when the speed is 80km/h.
A 40 km
B 80 km
C 82 km
3
4. 7
per kg. What is the
4 Haslina bought 5 kg of rambutan for RM7. The price of rambutan is RM
5
price of langsat if she bought 2 kg of langsat for RM5?
A RM5 / kg
7
RM / kg
B
5
C RM 7/ kg
5
RM / kg
D
2
20m per second per second can be written as 20m/s/s. 15 cm 3 per minute can be written as
5
A 15 cm 3 /s
B 15 cm 3 /s/s
C 15 cm 3 /min
D 15 cm 3 /min/s
6 The rate of change of distance with respect to time is known as
A speed
B retardation
C acceleration
D average speed
7 Mr Ahmad drove from town X to town X at a speed of 110km/h. He maintained the same speed
throughout the journey. He drove at a
A speed
B mean speed
C uniform speed
D average speed
4
5. 8 Aini travelled 168 km from town P to Q in 3 hours. At town Q she stopped for half an hour and
1
then drove another 114 km to reach town R in 1 hours. The following calculation was carried
2
out to represent Ainiโs speed from P to R
168 + 114
Speed u =
1 1
3 + +1
2 2
282
=
5
= 56.4km/h
u represents
A mean speed
B uniform speed
C average speed
D constant speed
9 The rate that describes how speed increases with respect to time is known as
A retardation
B acceleration
C deceleration
D negative acceleration
10 The description of how a quantity changes with respect to another quantity is known as
A proportion
B fraction
C ratio
D rate
5
6. 11 The rate of fuel consumption of a car is 0.08 l / km. It means
A the car travels 0.08 l km every second.
B the car travels at a speed of 0.08 km/s
C the car uses 0.08 l of fuel every second.
D the car uses 0.08 l of fuel for every km it travelled.
12 Which of the following a correct unit for speed?
A 20 l /s
B 30 cm 3 /min
C 40 RM/kg
D 50 km/h
13 What are the quantities involved in speed?
A Speed and time
B Distance and time
C Volume and distance
D Temperature and time
6
7. 14
Distance
(km)
30
30 Time(min)
The diagram shows the distance โ time graph of a car travelling from town S to town T.
Which of the following is true about the journey?
A The car stops after 30mins.
B The car moves at a uniform speed
C Speed of the car decreases steadily
D Speed of the car increases uniformly
15 The diagram shows the speed-time graph of a car travelling from Arau to Kepala Batas.
Which of the following is true about the journey of the car?
Speed
(km/h)
K L
80
M
J Time
0 1 (hour)
A The car returns to Arau in an hour
B The car accelerates from J to K
C The car is not moving from K to L
D The acceleration of the car from L to M is 80kmh โ 2
7
8. A car travelled p km with speed of q kmh-1. Find the time taken in hour, for the journey.
16
A pq
p
B
q
q
C
p
D p+q
Convert 144 kmh-1 to units ms-1
17
144 ร 1000
A 60 ร 60
144 ร 1000
B 60
144
C 60 ร 60
144
D 60
A bus left Ipoh at 1130 and reached Kuala Lumpur at 1430. If the speed of the bus is 80 kmh-1,
18
find the distance in km between Ipoh and Kuala Lumpur.
80 ร 4
A
80
B
4
80 ร 3
C
80
D
3
8
9. 19 The table shows the rate of parking fees in a parking lot. Mariam parked her car in the lot for 4
hours. How much she had to pay?
Time Rate
1st hour RM 4
Subsequent hour RM 1.50
4 + 1.50
A
4 ร 1.50
B
4 + 3 ร 1.50
C
4 + 4 ร 1.50
D
20 Ali took 5 hours to travel from town P to town Q and then took 6 hours to return to town P. Given
that the distance from town P to town Q is 300 km. Find the average speed, in kmh-1, for the
whole journey.
300 300
+
A 5 6
11
300 รท
B 2
300
C 11
600
D
11
9
10. 1
21 Mr. Ali took 2 hours to complete a journey at a speed of 80 km/hour. Calculate the
2
distance travelled, in km.
A 80
B 100
C 160
D 200
22 The table shows the parking rate of a car park.
Time Rate
1st hour RM 5.00
2nd hour RM 3.50
Subsequent hour RM 2.00
If Murni, paid RM 12.50 for parking her car, how long in hours, did she park her car there?
A 2
B 3
C 4
D 5
10
11. 23 55 km 110 km
Sungai Tengang
Serian
Kuching
1 5
Noni drives from Kuching to Serian for 1 hours. Then she takes 1 hours to travel from Serian
2 6
to Sungai Tengang. The average speed for the whole journey is
3
24 km/h
A 4
1
49 km/h
B
2
55 km/h
C
99 km/h
D
Puan Aliza drove her car at a speed of 80 kmh-1. She increased the speed uniformly to 120
24
kmh-1 in 10 minutes. The acceleration in kmh-2 of the car was
A 80
B 120
C 200
D 240
25 The exchange rate between Malaysian Ringgit and the British Pound is approximately RM 7 to
1 Pound. Lily wants to change RM 4200 to Pounds. How many pounds can she get?
A 29400
B 2940
C 600
D 420
11
12. All questions from number 26 to number 30 must be answered in words.
26 Wan Azahan bought 3 kg of langsat for RM6. Describe how the price of 1 kg langsat is
calculated.
Answer:
27 Describe how 80 km/h is converted to km/min.
Answer:
28 Explain the statement:
โVolume of the balloon is decreasing at the rate of 20 cm 3 /sโ
Answer:
29 The diagram shows the distance-time graph of a moving particle.
Distance
30
Time ( min )
0 20
12
13. Describe the distance-time graph above.
Answer:
Explain the meaning of 20 ms โ2
30
Answer:
From Question 31 to 35, the teacher reads the questions to the students. Students choose the
correct answer.
31
A 2
B 1.5
C 1.0
D 0.5
13
14. 32
A 50.0 km
B 90.0 km
C 112.5 km
D 412.5 km
33
A RM 2
B RM 16
C RM 79
D RM 84
34
A 2
B 4
C 40
D 120
14
16. KEMENTERIAN PELAJARAN MALAYSIA
KERTAS JAWAPAN OBJEKTIF
Ujian Diagnostik
Nama Pelajar:
Tahun/ Tingkatan : 3 Mata Pelajaran: MATEMATIK
Modul: 12
Nama Sekolah:
GUNAKAN PENSIL 2B ATAU BB SAHAJA.
TENTUKAN TIAP-TIAP TANDA ITU HITAM DAN MEMENUHI KESELURUHAN RUANG.
PADAMKAN HINGGA HABIS MANA-MANA TANDA YANG ANDA UBAH
SILA HITAMKAN JAWAPAN DI BAWAH MENGIKUT HURUF JAWAPAN YANG ANDA PILIH
A A A
B C D E B C D E B C D E
1 31 46
A A A
2 32 47
B C D E B C D E B C D E
A A A
B C D E B C D E B C D E
3 33 48
A A A
B C D E B C D E B C D E
4 34 49
A A A
B C D E B C D E B C D E
5 35 50
A A
B C D E B C D E
6 36 51
A B C D E
A A
7 37 52
B C D E B C D E
A B C D E
A A
B C D E B C D E
A
8 38 53
B C D E
A A
B C D E B C D E
A
9 39 54
B C D E
A A
B C D E B C D E
10 40 55
A B C D E
A A
B C D E B C D E
41 56
A B C D E
11
A A
42 57
B C D E B C D E
A
12 B C D E
A A
B C D E B C D E
A 43 58
B C D E
13
A A
B C D E B C D E
A 44 59
B C D E
14
A A
B C D E B C D E
45 60
A B C D E
15
Jumlah Bilangan Soalan
Konstruk No. Soalan Kegunaan Guru
A B C D E
16
Soalan Gagal Dijawab
A
17 B C D E
A K1 1-5 5
B C D E 1
18
A B C D E
19
K3 6-10 5
2
A B C D E
20
K5 11-15 5
3
A B C D E
21
K6 16-20 5
4
A
22 B C D E
A B C D E
23
K7 21-25 5
5
A B C D E
24
A B C D E
25 26-30 5
K8
6
31-35 5
K10
7
A B C D E
26
A
27 B C D E
8
A B C D E
28
A B C D E 9
29
A B C D E
30
10