Podcast
Questions and Answers
A micrometer screw gauge reads +0.07 mm when the jaws are closed. If this gauge is then used to measure the diameter of a wire and the reading is 2.32 mm, what is the actual diameter of the wire?
A micrometer screw gauge reads +0.07 mm when the jaws are closed. If this gauge is then used to measure the diameter of a wire and the reading is 2.32 mm, what is the actual diameter of the wire?
- 2.25 mm (correct)
- 2.39 mm
- 0.07 mm
- 2.32 mm
A micrometer screw gauge has a negative zero error of 0.02 mm. When measuring the thickness of a sample, the gauge reads 2.23 mm. What is the correct thickness of the sample?
A micrometer screw gauge has a negative zero error of 0.02 mm. When measuring the thickness of a sample, the gauge reads 2.23 mm. What is the correct thickness of the sample?
- 2.21 mm
- 2.23 mm
- 2.25 mm (correct)
- 2.20 mm
What defines the standard unit of mass, the kilogram, according to the text?
What defines the standard unit of mass, the kilogram, according to the text?
- The electromagnetic force exerted by a specific electric current.
- The gravitational force exerted on a specific volume of a reference material.
- The mass of one liter of pure water at standard temperature and pressure.
- The mass of the international prototype kilogram, a platinum-iridium cylinder. (correct)
What is notable about the physical dimensions of the international prototype kilogram?
What is notable about the physical dimensions of the international prototype kilogram?
Each country that subscribed to the International Metric Convention was assigned copies of the international standards. What are these copies known as?
Each country that subscribed to the International Metric Convention was assigned copies of the international standards. What are these copies known as?
Before 1875, what served as the standard for maximum density?
Before 1875, what served as the standard for maximum density?
Convert 0.002 lb into nanograms (ng).
Convert 0.002 lb into nanograms (ng).
Which statement accurately describes the relationship between grams (g), milligrams (mg), micrograms (µg) and nanograms (ng)?
Which statement accurately describes the relationship between grams (g), milligrams (mg), micrograms (µg) and nanograms (ng)?
Considering the preface, what was a primary motivation for revising the Physics curriculum?
Considering the preface, what was a primary motivation for revising the Physics curriculum?
According to the preface, what is the role of the Sindh Textbook Board in the development of the textbook?
According to the preface, what is the role of the Sindh Textbook Board in the development of the textbook?
What acknowledgment is given in the preface regarding potential limitations of the textbook?
What acknowledgment is given in the preface regarding potential limitations of the textbook?
The preface mentions the inclusion of new editions in the revised textbook. Which of the following is NOT mentioned as a new addition?
The preface mentions the inclusion of new editions in the revised textbook. Which of the following is NOT mentioned as a new addition?
Which statement best reflects the intended approach to teaching Physics, as implied by the revisions described in the Preface?
Which statement best reflects the intended approach to teaching Physics, as implied by the revisions described in the Preface?
The division of the Physics syllabus into two parts, one for 9th grade and the other for 10th grade, primarily addresses which issue?
The division of the Physics syllabus into two parts, one for 9th grade and the other for 10th grade, primarily addresses which issue?
The preface indicates that the field of Physics is significantly impacting which aspects of modern life?
The preface indicates that the field of Physics is significantly impacting which aspects of modern life?
A metal cube has a side length of 2 cm and a mass of 54 grams. What is the density of the metal in kg/m³?
A metal cube has a side length of 2 cm and a mass of 54 grams. What is the density of the metal in kg/m³?
An irregularly shaped solid displaces 200cm³ of water when fully submerged. If the solid has a mass of 600g, what is its density?
An irregularly shaped solid displaces 200cm³ of water when fully submerged. If the solid has a mass of 600g, what is its density?
A liquid has a density of 1.5 g/cm³. What volume of this liquid would have a mass of 600 grams?
A liquid has a density of 1.5 g/cm³. What volume of this liquid would have a mass of 600 grams?
If a 2 kg object has a density of 800 kg/m³, what is its volume?
If a 2 kg object has a density of 800 kg/m³, what is its volume?
How does the density of a pure gold nugget compare to the density of a pure gold bar?
How does the density of a pure gold nugget compare to the density of a pure gold bar?
A student measures the mass of a rock to be 150 g and its volume to be 50 cm³. What is the density of the rock in kg/m³?
A student measures the mass of a rock to be 150 g and its volume to be 50 cm³. What is the density of the rock in kg/m³?
Object A has a mass of 100g and a volume of 50cm³. Object B has a mass of 150g and a volume of 75cm³. Which object is denser?
Object A has a mass of 100g and a volume of 50cm³. Object B has a mass of 150g and a volume of 75cm³. Which object is denser?
A boat made of steel (density approximately 7850 kg/m³) can float on water (density approximately 1000 kg/m³). Which principle explains why this is possible?
A boat made of steel (density approximately 7850 kg/m³) can float on water (density approximately 1000 kg/m³). Which principle explains why this is possible?
An object of mass 100g is immersed in water. Based on Figure 1.27 (not provided), which density value would be most plausible for the object's material?
An object of mass 100g is immersed in water. Based on Figure 1.27 (not provided), which density value would be most plausible for the object's material?
Based on the micrometer reading in Figure 1.28 (not provided), which measurement is the closest estimation?
Based on the micrometer reading in Figure 1.28 (not provided), which measurement is the closest estimation?
A rectangular chips wrapper measures 4.5 cm in length and 5.9 cm in width. Considering significant figures, what is the appropriate area of the wrapper?
A rectangular chips wrapper measures 4.5 cm in length and 5.9 cm in width. Considering significant figures, what is the appropriate area of the wrapper?
What is the name of the standard worldwide system of measurements in which the units of base quantities were introduced?
What is the name of the standard worldwide system of measurements in which the units of base quantities were introduced?
In a measurement, what is the term for all the digits that are accurately known plus the first doubtful digit?
In a measurement, what is the term for all the digits that are accurately known plus the first doubtful digit?
If the zero line of a Vernier scale perfectly aligns with the zero line of the main scale when the instrument is not in use, what type of zero error is present?
If the zero line of a Vernier scale perfectly aligns with the zero line of the main scale when the instrument is not in use, what type of zero error is present?
Which category does zero error typically fall into when characterizing the types of errors in measurement?
Which category does zero error typically fall into when characterizing the types of errors in measurement?
Which of the following sets of quantities are all considered base quantities in physics?
Which of the following sets of quantities are all considered base quantities in physics?
Which of the following best describes the motion of dust particles in the air?
Which of the following best describes the motion of dust particles in the air?
A spinning top possesses which type of motion?
A spinning top possesses which type of motion?
Which of the following is the defining characteristic of vibratory motion?
Which of the following is the defining characteristic of vibratory motion?
How does rotatory motion differ from circular motion?
How does rotatory motion differ from circular motion?
Which of these scenarios exemplifies random motion?
Which of these scenarios exemplifies random motion?
What distinguishes vibratory motion from other types of motion?
What distinguishes vibratory motion from other types of motion?
Which of the following scenarios could involve both rotatory and vibratory motion?
Which of the following scenarios could involve both rotatory and vibratory motion?
Consider a playground merry-go-round. Which type of motion is demonstrated by a child sitting at the edge?
Consider a playground merry-go-round. Which type of motion is demonstrated by a child sitting at the edge?
A spinning top exemplifies which type of motion?
A spinning top exemplifies which type of motion?
Which of the following scenarios best illustrates vibratory motion?
Which of the following scenarios best illustrates vibratory motion?
How does displacement differ from distance?
How does displacement differ from distance?
A cyclist travels 20 km east and then 10 km west. What is the cyclist's total distance traveled and displacement?
A cyclist travels 20 km east and then 10 km west. What is the cyclist's total distance traveled and displacement?
Which of the following motions involves all particles of a rigid body moving with the same velocity at any instant?
Which of the following motions involves all particles of a rigid body moving with the same velocity at any instant?
Consider a car moving around a circular track at a constant speed. Which statement is correct?
Consider a car moving around a circular track at a constant speed. Which statement is correct?
A pendulum completes one full swing from its starting point and back. What can be said of its distance and displacement?
A pendulum completes one full swing from its starting point and back. What can be said of its distance and displacement?
Which of the following quantities is a scalar?
Which of the following quantities is a scalar?
Flashcards
What is Physics?
What is Physics?
Deals with the study of the physical world and its phenomena.
What is Measurement?
What is Measurement?
The process of comparing an unknown quantity with a known standard quantity.
What is Kinematics?
What is Kinematics?
The study of motion without considering the forces causing it.
What is Dynamics?
What is Dynamics?
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What is Mass?
What is Mass?
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What is Torque?
What is Torque?
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What is Gravitation?
What is Gravitation?
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What is Heat?
What is Heat?
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Zero Error
Zero Error
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Positive Zero Error
Positive Zero Error
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Negative Zero Error
Negative Zero Error
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Kilogram (kg)
Kilogram (kg)
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International Prototype Kilogram
International Prototype Kilogram
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National Prototype Kilogram
National Prototype Kilogram
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Gram (g)
Gram (g)
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Milligram (mg)
Milligram (mg)
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Circular Motion
Circular Motion
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Random Motion
Random Motion
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Rotatory Motion
Rotatory Motion
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Vibratory/Oscillatory Motion
Vibratory/Oscillatory Motion
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Random Motion
Random Motion
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Rotatory Motion
Rotatory Motion
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Vibratory/Oscillatory Motion
Vibratory/Oscillatory Motion
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Brownian Motion
Brownian Motion
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Density
Density
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Density Formula
Density Formula
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S.I. unit for Density
S.I. unit for Density
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Density as a Property
Density as a Property
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Mass and Density
Mass and Density
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Measuring Density
Measuring Density
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Specific Gravity Units
Specific Gravity Units
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Specific Gravity Unit
Specific Gravity Unit
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Translatory Motion
Translatory Motion
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Vibratory Motion
Vibratory Motion
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Motion
Motion
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Distance
Distance
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Displacement
Displacement
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Scalar Quantity
Scalar Quantity
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Vector Quantity
Vector Quantity
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International System of Units
International System of Units
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Significant Figures
Significant Figures
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Zero Error (Zero)
Zero Error (Zero)
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Systematic Error
Systematic Error
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Base Quantities
Base Quantities
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Thermodynamics
Thermodynamics
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Branch: Looking for Giant Galaxies
Branch: Looking for Giant Galaxies
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Branch: Describing an atom
Branch: Describing an atom
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Study Notes
Textbook of Physics for Grade 9 - Study Notes
- Textbook designed for Grade 9 physics in Sindh, Pakistan.
- Prepared by the Association For Academic Quality (AFAQ) for Sindh Textbook Board.
- Approved for secondary school examinations.
Physical Quantities and Measurement
- Physics explores nature, representing it mathematically and concluding with experiment.
- Physics deals with the behavior and structure Matter; and Matter, energy, space, time, energy, and force.
- Physicists are categorized as theoretical physicists and experimental physicists.
- Theoretical physicists present theories with mathematical approach
- Experimental physicists test them with experiments.
Main Branches of Physic
- Mechanics: It is concerned with motion, laws and gravitation.
- Thermodynamics: It deals with heat, temperature and their is relation to energy and work,
- Electricity: It is a study of the properties of charges in rest and motion
- Magnetism: Is the study of the magnetic properties of materials
- Atomic physics: It deals with the composition, structure and properties of the atom.
Other Branches of Physics
- Optics: It studies physical aspects of light and its properties with optical instruments.
- Sound: Deals with the production, properties, and applications of sound waves.
- Nuclear physics: Governs the constituents, structure, behavior, and interactions of atomic nuclei.
- Particle physics: It explores the elementary constituents of matter, radiation, and their interactions.
- Astrophysics: The physical laws help in studying celestial objects.
- Plasma physics: The study of ionized matter and its properties
- Geophysics: It explores earth’s internal structure.
Importance of Physics in Science, Technology, and Society
- Relies on technology, developed through scientific discoveries.
Measuring Instruments
- Physical quantities are important for describing the natural world.
- A physical quantity is a physical property quantified by measurement.
- Physical quantities: combination of magnitude and a unit.
Fundamental vs. derived quantities:
- Fundamental cannot be explained by other quantities.
- Derived are explained by fundamental quantities.
- There are 7 fundamental quantities
Fundamental Quantities and SI Units
Length: meter (m)
Mass: kilogram (kg)
Time: second (s)
Electric current: ampere (A)
Temperature: kelvin (K)
Amount of substance: mole (mol)
Luminous intensity: candela (cd)
Some physical qualities, like the elastic modulus, plane angle, and solid angle, don't have units
Derived Quantities and SI Units; physical qualities explained on the basis of basis of units
Volume: cubic meter (m³)
Velocity: meter per second (m/s)
Force: newton (N)
Density: kilogram per cubic meter (kg/m³)
Acceleration: meter per second squared (m/s²)
All physical quantities are either calculated mathematically or measured through an instrumen
Standard of Length
- Defined as the minimum distance between two points on the same plane.
- Meter (m): The SI unit of length.
- Defined as the distance that light travels in a vacuum in 1⁄299,792,458 of a second..
- Instruments for measuring length: meter rule and inch tape.
- Use of every instrument is restricted by smallest measurement that it can perform which is called least count.
Units of Length
1000 m = 1 km 100 cm = 1 m 1 cm = 10 mm 1 inch = 2.53 cm 12 inch = 1ft 1 yard = 3 ft
Meter Rule
- Used to measure the length of different objects. has
- Length of 1m is equal to 100 cm.
- Can measure up to 1 mm as smallest reading..
Vernier Caliper
- A precision instrument for accurately measuring internal and external distances.
- It often has both an imperial and metric scale for measurement.
Reading a Vernier Caliper
- Step 1: Place the object between the jaws of the Vernier caliper..
- Step 2: Note the main scale reading by counting lines before the zero line of Vernier scale.
- Step 3: Count the next line of Vernier scale after zero coinciding main scale.
- Step 4: Add the two reading for total.
Micrometer Screw Gauge
- Used for precision measurements in engineering.
- Used for measuring small dimensions.
- Can measure dimensions smaller than measure by a Vernier.
- Amplifies screw rotations.
Reading Micrometer Screw Gauge
- Step 1: Turn the thimble until the anvil and the spindle gently grip the object. Then Turn the ratchet until it starts to click..
- Step 2: Take the main scale reading at the edge of the thimble.
- Step 3: Take the thimble scale reading opposite the datum line of the main scale. Multiply this reading with least count (i.e., 0.01mm).
- Step 4: Now add main scale reading to thimble reading. This will be the diameter of the object.
The Standard of Mass
- Kilogram: SI unit of mass.
- Originally defined as cube of water mass at max density.
- Redefined by the International Metric Convention in 1875 using the International Prototype Kilogram.
- The mass standard is composed of special alloy cylinder dimensions 39 x 39 mm.
- Prototype Meter and Kilogram: each country subscribed to convention was assigned standards.
Additional Mass Units
1000 g = 1 kg 1 g = 1000 mg 1 g = 1000000 µg 1 g = 1000000000 ng 1 g = 0.002 lb
The Physical Balance
Instrument for measuring mass, mostly used in labs. It works on the principle of moments
The Electronic Balance
The digital mass meter uses integrated circuits. Based on balancing forces.
The Standard of Time-Time
The earth's rotation varies and so is not a a good way to measure time Second: defined as 9,192,631,770 times the period of vibration of radiation from cesium atom.
The Stop Watch and Human Time perception
Stopwatch: measures time intervals. Human reaction time: the time it takes for someone to act when needed. Typical human reaction time is time between 0.3 and 0.5 s.
Light Gates
Often used for accurate measurements of intervals of time.
Prefixes
- Used to express very large or very tiny amounts.
- Is a specifier, to indicate fractions or multiples of units.
Prefixes and Multipliers
-
Tera (T) x 10^12
-
Giga (G) x 10^9
-
Mega (M) x 10^6
-
Kilo (k) x 10^3
-
Hecto (h) x 10^2
-
Deka (da) x 10
-
Deci (d) x 10^-1
-
Centi (c) x 10^-2
-
Milli (m) x 10^-3
-
Micro (µ) x 10^-6
-
Nano (n) x 10^-9
-
Pico (p) x 10^-12
-
Femto (f) x 10^-15
-
Atto (a) x 10^-18
Scientific Notation:
A very simple method for notation. Uses simple numbers and powers to calculate easily.
Component Of SN
- Coefficient Must be equal to not zero but greater than one
- Base Must be ten.
- Exponent Can be positive or negative.
Density and Volume
Three Phases of matter are gas, solid, liquid.
Solid
Retains shape and size.
Liquid
- No fixed shape, It takes on its shape from a container.
- Hardly compressible.
Gas
Lacks fix shape and volume Enlarges to fill whole container.
How to measure objects/matter, including volume
- Woods float on surface because iron is denser.
- Use Cylinders and beakers to measure volume.
- Keep meniscus with eye level.
Density Equation
The measurement of mass in a volume. p= m/v Measured in kilograms or kg/m^3, or kgm^-3
Other Ways to look at density equation
mass of a substance can be expressed as: m=pV
Relation of Density's
relative density = density of substance/density of water
Significant Figures
Numbers are estimated as representing a large or small magnitude of a physical quantity. Engineers work with the accuracy of a value. Scientists are concerned about estimations.
KINEMATICS
How bodies changes position in space relative to a time interval. Disregarding any cause. The study of bodies without a reference.
SLO For Kinematrics
- Describe with examples how objects can be at rest.
- Identify motion types, including translatory, rotatory, and vibratory motions.
- Distinguish distance, displacement, velocity and acceleration.
- Determine graph attributes and shapes, to then Solve problems related to uniformly accelerated motion using appropriate techniques.
- Then solve problems related to freely falling bodies.
Introduction to Kinematics
The branch related to object motion in physics is referred to as Mechanics. Kinematics is divided into two parts. (i) Kinematics (ii) Dynamics
Kinematics is The Mechanics branch dealing with movement of objects without regard to force.
Key Rest and Motion Aspects
A body is said to be in rest if it does not change its position with respect to its surroundings. A body is said to be in motion if it changes its position with respect to its surroundings. No body in the universe is perfectly still, or in motion. Rest and Motion are all relative.
Motion Types
(i) Translatory motion - linear, circular and random (ii) Rotatory motion (iii) Vibratory motion.
Explaining Translatory Motion
Different objects are moving, and can be observed with change. When all points of a moving body move uniformly along the same straight line, such motion is called translatory motion. Motion of a body along a straight line is called linear motion. Motion of a body along a circular path is called circular motion. Irregular motion of an object is called random motion.
Explaining Rotatory and Vibratory Motion
The rotor and the body moves around a fixed axis which passes through it - spin or rotatory motion.
When swing moves away from the mean point back and forth --vibratory or oscillatory motion.
Quantities: Describing Motion
Including position, change in position, change in speed and acceleration.
Distance and Displacement
- Difference between distance and displacement can can be differentiated due to whether its scalar or vector.
- Total Length - Distance v. Distance.
- Measured in a particular line or vector quantity.
- Its SI Unit is Metre m.
More Motion Factors
Average speed of an object can calculated with:
Speed = Distance Travelled / Time Taken. Distance covered by object at speed: Average speed is unit of time.
Speed and Velocity
For a rate of change of displacement for time, its speed and velocity. Calculated based on moving object, its time, time taken,SI Unit is ms/.
- Uniform velocity if body covers equal distance at certain point.
Key aspects of acceleration
An item speeds up once pace adjustments. Hence pace is a vector quantity Produced when? Velocity of object changes; Direction of the object changes, Speed or direction of object changes The Rate of pace over Time. Accelearation is the Change in velocity/time taken,
- The acceleration is metre/second- (ms²)
- The increase generates a positive acceleration, means acceleration happens direction of the velocity.
Two Kinds of Acceleration
- Deceleration The Opposite to change velocity, such as slowing down.
Uniform Acceleration
Body, with uniform acceleration, if the velocity of body changes by an equal amount in every equal time period.
Formulas for Motion:
v= u +at. distance = ut + (1/2) x a t². v² = u² + 2as.
Scalars and Vectors
On the basis of Information you must divide Physical Quantities, which is complete. They can be Scalars or Vectors:
Scalars: Scalar Quantities can be described through Magnitude with suitable Unit
- Speed, Temp and Mass of object
The physical quantities that have magnitude and a suitable unit are called scalar quantities.
Vectors: Needs particular direction:
- Vectors are specified by direction.
- Example Bys Travelling North is an example of Description of vector quantity
the physical quantities which are completely specified by magnitude with suitable unit and particular direction are called as "Vector” quantities.
Vectors examples are momentum, force, ,acceleration.
Representation of Vector & Graph types
You can demonstrate an vector in an easy way but direct any line can specify a vector.
- The size of any line section gives Magnitude to any vector and arrow gives direction of the arrow.
Speed and Chart Reading
gradient is numerically- equal at speed.
Time-Speed
- You can see how much speed increases at amount every second you can get at speed-amount.
Any object is zero, then a diagram is created and you get acceleration in movement of objects.
Therefore positive slope will mean is acceleration is negative.
Laws of Motion.
- Newton's Laws of Motion: Every thing will be uniform at its line unless external pressure makes it change from it
- Momentum of Force Rate of Change equal or force and you can follow its times
DYNAMICS
- Study of motion causes, where common force is cause or motion.
- Also studied are Factors like mass, the object and frictional force also affect the motion of an object are also studied under dynamics.
SLO For Dynamics
- Define momentum, then understand, utilize principle with collisions. This includes identifying safety with changing momentum.
- Describe Newton's laws, while being able to distinguish between mass and weight in problems. Have the ability to explain forces acting on body, compute force, define friction, identify relation to load and friction.
- Further demonstrate less force is needed with sliding friction
Key Aspects of Momentum
If ball and car are moving at equal speed and car stops earlier, it depends on the mass and velocity of object at the particular time. The bigger the mass the more momentum.
More Aspects
The momentum of an object is measured by the object's mass and depends of: Momentum = force x velocity(3.1) Where the vector unit becomes force and acceleration are vector components.
Types of Momentum/ Force
If equal force is a must on various objects. Newton Second Law explains relation between movement & relation.
How Momentum is defined.
That is a momentum equals rate or force x per time.
Ap= FT........................................................3(3.2)
Device aspects
There important steps of using any device Cars should have safety measures to protect you, such as car parts. Helmets should protect from direct strike on head.
Newtons Law's
Concept of Energy
Mainly import in specific events or is a key calculation The point: [after system collision] is all dependent and same.
The total momentum of an isolated system always remains constant"
Simplicy & System For Collison. It depends on what the type is like of collisions and masses
First Law Of Motion
Continues to move in Straight line unless external power changes. What is called inertia. Meaning an object will resist the rate of change
How Interia is defined
Describes force requirements: The inertia is the property
2nd and 3rd Laws
Newton was able to classify what happens with various type of power.
when a net force acts on a body it produces acceleration in the direction of force. The acceleration is directly proportional to force and inversely proportional to mass of body".
3rd Lae To every action, there will be equal power
- Significant Figures* Quantifies digits that are reliably recognised. The known figures reliably in the range is important as its explained in significant figures-
Rules Of SN
All - NON zeros must be present in it The Leading zeros must not included, because the system must have more Trapped must take place, or is already happening, so it can count (0.00509 ) A number can only be added with SN. With an exponent to add the values.
PROPERTIES OF MATTER SLOS
Students needs an introduction to heat, then they can move with Kinetic model. This will provide an understanding of various parts of an everyday activity.
Key Topics For Property SLO
- Describing States of matter is very important for all things, heat related. Matter can exist on three phases such as SOLID GAS & LIQUID.
- State Kinetic Molecular Model which is useful to distinguish all parts of an system.
- The main concept is, The Heat is a transfer of energy it’s a transfer of energy, then explain force and how it connects.
MATTER IN PHYSICS
Matter is made up of tiny particles called atoms, these "particles" can be solid, gas, or plasma in state. There changes also are caused under specific conditions.
- Evaporation
- Melting
- Boiling Those which have different amounts of energy or force.
SLO For Dynamics
- You can create the description of the object depending on all its changes of energy
- Describe kinetic molecular model of matter to provide useful info.
- The heat model should touch each component to help students better explain and differentiate all phases and components/actions that are happening.
FORCES AND KINETIC THEORY
Some substances solids and liquids, others are gas under same conditions? Its how the forces is spread, the states have molecules to help. If the amount of energy are not balanced.
- KINETIC MODEL- This creates forces of tractation when the matter has lots of power, helps the the bodies stick closer and have strong properties .
Key Components
With different states: It can convert ice or cream. And some will need more of cooling and head for certain states:
For example can occur under specific heat is put the change in pressure:
These components will then act as base items.
- Also with temperature if higher or lower to be balanced, its how a gas increases in a system - a system has some sort of equation for the heat that needs to be used
- A change in a state of matter is caused by adding or withdrawing a certain amount of energy.
THERMAL SLO
- Distinguishing with temperature is important because you need to define both - You must explain the the state of energy for all three phases. (LIQUID Gas & Plasma) & You should
- Also List some factors for them while defining them - You can
- Check on why there needs to be heat to be transfer depending on components or the matter
Components and Phases
- Thermometre & all its values which differ
- HEAT with S.I Unit joule, can also can depend under other units Depending on the level of heat you can then decide if what occurs, which depends on what happens.
Example of Thermometer and heat
- If the rate were to change, then if you could increase and find that it can effect things - you will then to find out some info, which means one of the states will get bigger and give off more energy.
Heat equation
That will take on a different state
- the change heat will come together to give you certain type of heat
Kinetic Theory of Gas
A change in the state with these models for better info. For Kinetic Theory , 7 important points are needed: the the relationship or its heat. What happens is you can then list or do what is needed.
- Boiling: you take them into the boiling point or get all important stuff
These models will get the student everything needed at their level.
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Description
This quiz covers measurement errors with tools like micrometer screw gauges, the definition and history of the kilogram, and unit conversions between pounds, grams, milligrams, micrograms, and nanograms. It also explores old standards of density and the copies of international standards.