Podcast
Questions and Answers
What role does the normal force play when sitting at your desk?
What role does the normal force play when sitting at your desk?
- It pulls you downward towards the ground.
- It counters the gravitational force exerted on you. (correct)
- It is responsible for sliding off the chair.
- It creates an upward acceleration.
Which of the following forces helps to prevent you from sliding off your chair?
Which of the following forces helps to prevent you from sliding off your chair?
- Frictional Force (correct)
- Normal Force from the Chair
- Applied Force from the Desk
- Gravitational Force
In the context of weight, which statement is true regarding the gravitational force?
In the context of weight, which statement is true regarding the gravitational force?
- It opposes the normal force.
- It pulls you upward away from the center of the Earth.
- It pulls you downward due to Earth’s gravity. (correct)
- It has no effect on your sitting position.
What kind of force is exerted by the desk if you rest your arms on it?
What kind of force is exerted by the desk if you rest your arms on it?
Which law justifies the relationship between net force, mass, and acceleration?
Which law justifies the relationship between net force, mass, and acceleration?
When mass is added to a spring system, what is the independent variable in the investigation?
When mass is added to a spring system, what is the independent variable in the investigation?
Which type of force becomes more relevant at atomic scales compared to larger scales?
Which type of force becomes more relevant at atomic scales compared to larger scales?
Which best describes the notion of gravitational force in daily interactions?
Which best describes the notion of gravitational force in daily interactions?
Which of the following is an example of tension force?
Which of the following is an example of tension force?
What type of force is primarily acting when a book is lying on a table?
What type of force is primarily acting when a book is lying on a table?
Which scenario describes applied force effectively?
Which scenario describes applied force effectively?
Which of these situations illustrates the concept of frictional force?
Which of these situations illustrates the concept of frictional force?
If you were pulling a heavy box across a rough surface, which force is opposing your applied force?
If you were pulling a heavy box across a rough surface, which force is opposing your applied force?
When lifting a plant suspended by a string, what forces are acting on the string?
When lifting a plant suspended by a string, what forces are acting on the string?
What happens to the normal force acting on an object if it is pushed down harder?
What happens to the normal force acting on an object if it is pushed down harder?
What type of friction occurs when an object is already in motion?
What type of friction occurs when an object is already in motion?
Which statement best describes tension in a rope or cable?
Which statement best describes tension in a rope or cable?
Which force is known as the resistance that surfaces offer to each other while in contact?
Which force is known as the resistance that surfaces offer to each other while in contact?
Which of the following statements about static friction is accurate?
Which of the following statements about static friction is accurate?
What is the role of the normal force in contact interactions?
What is the role of the normal force in contact interactions?
How does the coefficient of friction affect the frictional force between two surfaces?
How does the coefficient of friction affect the frictional force between two surfaces?
What happens to the frictional force as the normal force increases?
What happens to the frictional force as the normal force increases?
Why is centripetal force essential for the moon's orbit around Earth?
Why is centripetal force essential for the moon's orbit around Earth?
What does Hooke's law state about spring deformation?
What does Hooke's law state about spring deformation?
Flashcards
Spring Force
Spring Force
A force that resists the deformation of a spring, proportional to the amount of deformation.
Spring Constant (k)
Spring Constant (k)
A measure of a spring's resistance to deformation. Higher spring constant means more force is needed to stretch or compress it.
Hooke's Law
Hooke's Law
The relationship between force applied to a spring and its deformation. The deformation is directly proportional to the force applied.
Tension
Tension
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Surface Forces
Surface Forces
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Friction
Friction
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Centripetal Force
Centripetal Force
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Moon's constant 'falling' toward Earth
Moon's constant 'falling' toward Earth
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CCC Scale, Proportion, and Quantity
CCC Scale, Proportion, and Quantity
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Momentum graph: Apple falling
Momentum graph: Apple falling
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Newton's Third Law Pair: Earth and Mass
Newton's Third Law Pair: Earth and Mass
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Hooke's Law Experiment: Variables
Hooke's Law Experiment: Variables
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Spring Force and Weight
Spring Force and Weight
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Spring Constant: 250 N/m
Spring Constant: 250 N/m
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Spring Force: 250 N/m, 1.5 m stretch
Spring Force: 250 N/m, 1.5 m stretch
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Electric Forces in Copper vs. Steel
Electric Forces in Copper vs. Steel
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Contact Force
Contact Force
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Noncontact Force
Noncontact Force
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Gravity
Gravity
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Weight
Weight
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Center of Mass
Center of Mass
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Weight Formula
Weight Formula
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Acceleration due to Gravity
Acceleration due to Gravity
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Study Notes
CCC Scale, Proportion, and Quantity
- Force relevance changes across scales.
- Diagrams should show a distance scale from solar system to proton size, marking force relevance at different points.
- Noncontact (gravitational) forces are most relevant at the scale of the solar system.
- Contact forces (electromagnetic) are relevant at scales where objects interact on or within Earth.
- Relevance shifts to noncontact (nuclear) forces at atomic scales.
SEP Analyze and Interpret Data
- Apple's mass is 0.10 kg.
- Velocity data given for an apple falling from a tree.
- Plot a momentum graph using the provided data.
- Determine the force on the apple as it falls.
- Analyze if the force changes or remains constant.
- Check if the data supports Newton's second law of motion.
- Momentum graph should illustrate a steadily increasing momentum with a constant rate of acceleration.
- Constant net force is implied by the constant acceleration.
- Constant acceleration is a key requirement of Newton's second law.
SEP Construct an Explanation
- Weight is the force exerted by Earth on a mass.
- Newton's third law pair for weight is Earth and the mass.
- Both Earth and mass exert the same force magnitude on each other.
- Forces act in opposite directions.
- Weight is exerted at the center of mass.
SEP Plan an Investigation
- Measuring spring constant using five masses.
- The mass is the independent variable.
- Displacement of the spring is the dependent variable.
- Calculate spring force using weight calculation.
- Hooke's law is applied to calculate the spring constant.
Spring Constant Calculation
- Spring length is 0.30 m.
- Mass added is 0.50 kg.
- Stretched length is 0.32 m.
- Spring constant is 250 N/m.
Spring Stretch Calculation
- Spring constant is 10.0 N/m.
- Weight hung is 15 N.
- Spring stretch is 1.5m.
SEP Interpret Data
- Copper stretches more easily than steel.
- Suggests electric forces holding atoms together are weaker in copper than steel.
Types of Forces
- Diagram depicting 18 N and 44 N forces acting on a dog.
Objectives
- Analyze data to understand relationships between net force, mass, and acceleration.
- Apply Newton's laws to predict macroscopic object motion.
Forces Acting on a Sitting Person
- Several forces act on a person sitting at a desk.
- Gravitational force pulls downward.
- Normal force from the chair counteracts weight.
- Normal force from the desk supports arm weight (if resting).
- Friction between person and chair prevents sliding.
Contact and Noncontact Forces
- Contact force: interaction between objects in direct contact.
- Noncontact force: interaction between objects separated in distance.
Contact Forces (Examples)
- Rubbing hands
- Car skidding
- String holding a plant
- Guitar string vibrating
- Book on table
- Leaning against a wall
- Pushing a door
- Lifting a box
Noncontact Forces (Examples)
- Apple falling
- Moon orbiting Earth
- Charged balloon on wall
- Magnets attracting/repeling
- Strong force in atomic nucleus
- Energy released in nuclear reaction
- Roller coaster car
- Satellite orbiting Earth
Weight
- Weight is a downward force due to Earth's gravity.
- Measured in Newtons.
- Weight = mass x acceleration due to gravity (W=mg).
Effect of Earth's Mass on Weight
- Increased Earth mass leads to greater gravitational attraction, meaning increased weight. Decreased Earth mass leads to less gravitational attraction, meaning decreased weight.
Weight Calculation Examples
- 100 kg mass on Earth weighs 980 N.
- 100 kg mass on the moon weighs 160 N.
Spring Force
- Spring's deformation is proportional to the applied force.
- Spring constant determines resistance to deformation (Hooke's Law).
- F = -kx, where k is the spring constant.
Effect of Spring Constant on Flexibility
- Lower spring constant implies easier pulling and compression.
Negative Sign in Hooke's Law
- Negative sign indicates spring force opposes the applied force, pulling to return to original position when released.
Tension
- Tension is the pulling force along a rope, cable or chain.
- Tension is a contact force.
- Electric forces are a non-contact force between electrically charged objects.
Surface Forces
- Surface forces involve spring-like interactions between surfaces in contact.
- Friction is the parallel component of surface force.
- Static friction acts on objects at rest, while kinetic friction acts on moving objects).
- Coefficient of friction quantifies resistance between surfaces.
Modeling Force in Two Dimensions
- Vector components of forces in defined coordinate systems.
- Applying forces in multiple directions.
Centripetal Force
- Centripetal force causes circular motion. Directed toward the center of motion.
- Fc = mv²/r (centripetal force = mass × velocity² / radius).
Moon's "Falling"
- Moon is continually pulled toward Earth by gravity.
- This force provides centripetal acceleration required for orbital motion.
- Without the pull of gravity, the moon would travel in a straight line.
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