Podcast
Questions and Answers
What is used to find length or volume?
What is used to find length or volume?
Rulers and measuring cylinders.
What is used to measure a variety of time intervals?
What is used to measure a variety of time intervals?
Clocks and digital timers.
How can you measure an average value for small distances or intervals, such as the period of oscillation of a pendulum?
How can you measure an average value for small distances or intervals, such as the period of oscillation of a pendulum?
By measuring multiples, measure a certain time and distance and divide until you get an average.
What is a scalar quantity?
What is a scalar quantity?
What is a vector quantity?
What is a vector quantity?
Give 6 examples of scalar quantities.
Give 6 examples of scalar quantities.
Give 7 examples of vector quantities.
Give 7 examples of vector quantities.
What is the resultant of two vectors at right angles?
What is the resultant of two vectors at right angles?
What is speed and its equation?
What is speed and its equation?
What is velocity?
What is velocity?
What is the average speed equation?
What is the average speed equation?
What is acceleration and its equation?
What is acceleration and its equation?
What does an object at rest look like in a distance-time graph?
What does an object at rest look like in a distance-time graph?
What does an object moving with constant speed look like in a distance-time graph?
What does an object moving with constant speed look like in a distance-time graph?
What does an object accelerating look like in a distance-time graph?
What does an object accelerating look like in a distance-time graph?
What does an object decelerating look like in a distance-time graph?
What does an object decelerating look like in a distance-time graph?
What does an object at rest look like in a speed-time graph?
What does an object at rest look like in a speed-time graph?
What does an object moving with constant speed look like in a speed-time graph?
What does an object moving with constant speed look like in a speed-time graph?
What does an object at a constant acceleration look like in a speed-time graph?
What does an object at a constant acceleration look like in a speed-time graph?
What does an object with changing acceleration look like in a speed-time graph?
What does an object with changing acceleration look like in a speed-time graph?
What does an object decelerating look like in a speed-time graph?
What does an object decelerating look like in a speed-time graph?
How can speed be calculated in a distance-time graph?
How can speed be calculated in a distance-time graph?
How can acceleration be calculated in a speed-time graph?
How can acceleration be calculated in a speed-time graph?
How can distance be calculated in a speed-time graph?
How can distance be calculated in a speed-time graph?
What is deceleration?
What is deceleration?
What is the acceleration of free fall (g) of an object near the surface of the Earth?
What is the acceleration of free fall (g) of an object near the surface of the Earth?
What is the motion of objects falling in the absence of air resistance?
What is the motion of objects falling in the absence of air resistance?
What is the motion of objects falling with fluid resistance?
What is the motion of objects falling with fluid resistance?
What is mass?
What is mass?
What is weight?
What is weight?
What is gravitational field strength and its equation?
What is gravitational field strength and its equation?
How can weights and masses be compared?
How can weights and masses be compared?
What is density and its equation?
What is density and its equation?
How to determine the density of a liquid or regular-shaped solid?
How to determine the density of a liquid or regular-shaped solid?
How to determine the density of an irregularly shaped solid?
How to determine the density of an irregularly shaped solid?
How can an object float?
How can an object float?
How can a liquid float on another liquid?
How can a liquid float on another liquid?
Flashcards
Rulers and measuring cylinders
Rulers and measuring cylinders
Used for measuring length and volume.
Clocks and digital timers
Clocks and digital timers
Used for measuring different durations or periods.
Average Measurement
Average Measurement
A value derived by summing multiple measurements and dividing by the number of measurements.
Scalar Quantities
Scalar Quantities
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Vector Quantities
Vector Quantities
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Resultant of Two Vectors
Resultant of Two Vectors
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Speed
Speed
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Velocity
Velocity
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Average Speed
Average Speed
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Acceleration
Acceleration
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Flat Line on Distance-Time Graph
Flat Line on Distance-Time Graph
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Straight Positive Diagonal (Distance-Time)
Straight Positive Diagonal (Distance-Time)
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Positive Upward Curve (Distance-Time)
Positive Upward Curve (Distance-Time)
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Curving Plateau (Distance-Time)
Curving Plateau (Distance-Time)
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Horizontal Line at Zero (Speed-Time)
Horizontal Line at Zero (Speed-Time)
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Horizontal Line at Any Value (Speed-Time)
Horizontal Line at Any Value (Speed-Time)
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Straight Positive Diagonal (Speed-Time)
Straight Positive Diagonal (Speed-Time)
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Curves (Speed-Time)
Curves (Speed-Time)
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Speed in a Distance-Time Graph
Speed in a Distance-Time Graph
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Acceleration in a Speed-Time Graph
Acceleration in a Speed-Time Graph
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Area Under a Speed-Time Graph
Area Under a Speed-Time Graph
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Deceleration
Deceleration
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Acceleration of Free Fall (g)
Acceleration of Free Fall (g)
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Falling Objects (No Air Resistance)
Falling Objects (No Air Resistance)
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Falling Objects (Fluid Resistance)
Falling Objects (Fluid Resistance)
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Mass
Mass
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Weight
Weight
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Gravitational Field Strength
Gravitational Field Strength
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Density
Density
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Buoyancy
Buoyancy
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Study Notes
Measurement Tools
- Rulers and measuring cylinders are used for finding length and volume.
- Clocks and digital timers measure various time intervals.
Average Measurements
- To determine an average value for small distances or time intervals, multiple measurements are made and divided for an average.
Scalar and Vector Quantities
- Scalar quantities have magnitude only (e.g., distance, speed, time, mass, energy, temperature).
- Vector quantities possess both magnitude and direction (e.g., force, weight, velocity, acceleration, momentum, field strength).
Vector Operations
- Calculate the resultant of two vectors at right angles using trigonometry or Pythagorean theorem.
Speed and Velocity
- Speed is defined as the distance travelled per unit time, with the formula v = s/t or s = d/t.
- Velocity refers to speed in a specific direction.
Average Speed
- Average speed calculated using total distance travelled divided by total time taken.
Acceleration
- Acceleration is the change in velocity per unit time, represented by the formula a = Δv/Δt.
Distance-Time Graphs
- A flat line indicates an object at rest.
- A straight positive diagonal represents constant speed.
- A positive upward curve shows an accelerating object.
- A curving plateau indicates an object is decelerating.
Speed-Time Graphs
- A horizontal line at the bottom indicates an object at rest.
- A horizontal line at any value shows constant speed.
- A straight positive diagonal indicates constant acceleration.
- Curves reveal changing acceleration; a straight negative diagonal shows deceleration.
Calculating Movement
- Speed in a distance-time graph is determined by the gradient.
- Acceleration in a speed-time graph is also calculated using the gradient.
- The area under a speed-time graph represents the distance travelled.
Acceleration Concepts
- Deceleration is defined as negative acceleration.
- The acceleration of free fall (g) near Earth's surface is approximately 9.8 m/s².
Falling Objects
- In the absence of air resistance, all objects fall with the same acceleration, regardless of mass.
- Falling objects with fluid resistance experience a balance of forces leading to terminal velocity.
Mass and Weight
- Mass is the quantity of matter in an object, measured relative to an observer.
- Weight is the effect of gravitational force/field acting on a mass.
Gravitational Field Strength
- It is a force per unit mass, equal to the acceleration due to gravity, represented by the equation g = W/m.
Density Calculations
- Density is defined as mass per unit volume with the formula ρ = m/v.
- Determine the density of a liquid/regular solid by measuring mass and volume.
- Use liquid displacement to find the volume of an irregularly shaped solid.
Buoyancy
- An object floats if its density is less than the liquid it is in.
- A liquid can float on another liquid if its density is lower and the liquids are immiscible.
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