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Questions and Answers
What is the primary reason physicists emphasize the use of units?
What is the primary reason physicists emphasize the use of units?
Which of these is NOT a fundamental quantity in physics?
Which of these is NOT a fundamental quantity in physics?
What does the ratio of length to time represent in physics?
What does the ratio of length to time represent in physics?
What is typically the base unit of length in the SI system?
What is typically the base unit of length in the SI system?
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How can other units, like the newton, be expressed?
How can other units, like the newton, be expressed?
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Which system is primarily used in scientific measurements?
Which system is primarily used in scientific measurements?
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What ensures that measurements of physical quantities are consistent?
What ensures that measurements of physical quantities are consistent?
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What is the SI unit for electrical current?
What is the SI unit for electrical current?
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What are the two major areas of medical physics?
What are the two major areas of medical physics?
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Which topic is covered in the first week of the MED 101 course?
Which topic is covered in the first week of the MED 101 course?
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What is the distinction between average and instantaneous velocity?
What is the distinction between average and instantaneous velocity?
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In the context of kinematics, which of the following best defines displacement?
In the context of kinematics, which of the following best defines displacement?
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Which of the following statements is true regarding accuracy and uncertainty in measurements?
Which of the following statements is true regarding accuracy and uncertainty in measurements?
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What aspect of the body's physics is investigated in Week 4 of the MED 101 course?
What aspect of the body's physics is investigated in Week 4 of the MED 101 course?
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What is the main focus of clinical medical physics?
What is the main focus of clinical medical physics?
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What role does mathematics play in the study of physics according to the content provided?
What role does mathematics play in the study of physics according to the content provided?
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What is the definition of displacement?
What is the definition of displacement?
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When is an object's velocity considered to be accelerating?
When is an object's velocity considered to be accelerating?
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What is the SI unit for average velocity?
What is the SI unit for average velocity?
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If a particle moves from position x1 = 5m to x2 = 200m, and then back to x1 = 5m, what is the total displacement?
If a particle moves from position x1 = 5m to x2 = 200m, and then back to x1 = 5m, what is the total displacement?
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Average speed differs from average velocity because average speed:
Average speed differs from average velocity because average speed:
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What is the formula for average acceleration?
What is the formula for average acceleration?
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What is the value of acceleration due to gravity, denoted by g?
What is the value of acceleration due to gravity, denoted by g?
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Which statement about distance is correct?
Which statement about distance is correct?
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What defines a force in physics?
What defines a force in physics?
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According to Newton's first law, what will happen to an object at rest?
According to Newton's first law, what will happen to an object at rest?
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The relationship between force, mass, and acceleration is expressed by which equation?
The relationship between force, mass, and acceleration is expressed by which equation?
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What does the symbol 'g' represent in physics?
What does the symbol 'g' represent in physics?
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What is the SI unit of force?
What is the SI unit of force?
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When an object falls under the influence of gravity, the force acting on it is known as what?
When an object falls under the influence of gravity, the force acting on it is known as what?
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What is true about the weight of an object?
What is true about the weight of an object?
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Which statement is correct about the force of gravity?
Which statement is correct about the force of gravity?
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What must be true for a system to be in static equilibrium?
What must be true for a system to be in static equilibrium?
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Which of the following describes a stable equilibrium?
Which of the following describes a stable equilibrium?
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Where must the center of mass be for maximum stability whilst standing?
Where must the center of mass be for maximum stability whilst standing?
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What indicates that an object is in an unstable equilibrium?
What indicates that an object is in an unstable equilibrium?
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Which factor contributes to the stability of an object?
Which factor contributes to the stability of an object?
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What effect does leaning away from the center of the support base have on stability?
What effect does leaning away from the center of the support base have on stability?
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What happens to the torques about the feet when the center of mass is directly above it?
What happens to the torques about the feet when the center of mass is directly above it?
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What best defines torque in a physical context?
What best defines torque in a physical context?
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What does the prefix 'peri-' signify in medical terminology?
What does the prefix 'peri-' signify in medical terminology?
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Which of the following describes the suffix '-itis' in medical terms?
Which of the following describes the suffix '-itis' in medical terms?
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In the context of medical terminology, the term 'phonocardiography' combines which elements?
In the context of medical terminology, the term 'phonocardiography' combines which elements?
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Which prefix indicates a factor of $10^6$?
Which prefix indicates a factor of $10^6$?
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When converting units, what is the method called that uses a conversion factor equal to unity?
When converting units, what is the method called that uses a conversion factor equal to unity?
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What is the SI unit of force?
What is the SI unit of force?
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According to Newton's second law, what is the relationship between force and acceleration?
According to Newton's second law, what is the relationship between force and acceleration?
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What does the symbol 'g' represent in physics?
What does the symbol 'g' represent in physics?
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What is the formula for calculating the weight of an object?
What is the formula for calculating the weight of an object?
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What happens to an object if no external force acts on it according to Newton's first law?
What happens to an object if no external force acts on it according to Newton's first law?
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What is the primary difference between accuracy and precision in measurements?
What is the primary difference between accuracy and precision in measurements?
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When introducing conversion factors in unit conversions, what must be ensured?
When introducing conversion factors in unit conversions, what must be ensured?
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What does uncertainty in a measurement represent?
What does uncertainty in a measurement represent?
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What should be the relationship between measured values and accepted standards for accuracy?
What should be the relationship between measured values and accepted standards for accuracy?
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In scientific measurements, what is the effect of introducing a conversion factor incorrectly?
In scientific measurements, what is the effect of introducing a conversion factor incorrectly?
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What is the significance of significant figures in scientific measurements?
What is the significance of significant figures in scientific measurements?
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How is precision defined in measurements?
How is precision defined in measurements?
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Which statement is correct about leading zeros in significant figures?
Which statement is correct about leading zeros in significant figures?
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What happens when you add numbers with different decimal places?
What happens when you add numbers with different decimal places?
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How are trailing zeros treated in significant figures?
How are trailing zeros treated in significant figures?
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If a number is 45.2, to how many significant figures should it be rounded if required?
If a number is 45.2, to how many significant figures should it be rounded if required?
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What does position refer to in a kinematics context?
What does position refer to in a kinematics context?
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What is the significance of an origin point in measuring position?
What is the significance of an origin point in measuring position?
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How many significant figures are in the number 300.0?
How many significant figures are in the number 300.0?
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Which of the following correctly defines a large number in scientific notation?
Which of the following correctly defines a large number in scientific notation?
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When is an object's velocity considered to be accelerating?
When is an object's velocity considered to be accelerating?
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Which best describes imbedded zeros in a number?
Which best describes imbedded zeros in a number?
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Study Notes
Units
- Physics deals with quantities measured with units, such as meters for length and seconds for time.
- Units are carefully defined amounts of a quantity.
- Physics uses the International System of Units (SI), based on the metric system and using base units like meters, seconds, and kilograms.
- Common derived units can be expressed as combinations of base SI units, like speed being meters per second (m/s).
Kinematics
- Kinematics studies the motion of bodies.
- Distance represents the total length of the path traveled.
- Displacement is the change in position with direction, a vector quantity.
- Average velocity is the displacement divided by the elapsed time.
- Average speed is the total distance traveled divided by the time.
- Acceleration is the change in velocity over time.
Forces
- Force is a measurable influence that causes a change in the motion of an object.
- Newton's first law states that an object at rest or moving at constant velocity remains that way unless acted on by an external force.
- Newton's second law describes the relation between force, mass, and acceleration: 𝐹 = 𝑚𝛼.
- Newton's third law states that for every action, there is an equal and opposite reaction force.
- Weight is the force due to gravity acting on an object, calculated as W = mg, where g is the acceleration due to gravity (9.81 m/s²).
Normal, Friction, and Tension Forces
- Normal force is the force exerted by a surface perpendicular to the object in contact.
- Friction opposes motion between two surfaces in contact.
- Tension force occurs in ropes and strings when they are pulled taut.
Torque
- Torque represents the tendency of a force to rotate an object around an axis, fulcrum, or pivot point.
- Torque can be thought of as a twist.
Equilibrium
- A system is in equilibrium when the net force and net torque on it are zero.
- Static equilibrium occurs when the system is in equilibrium and stationary.
- Stable equilibrium implies the system returns to its equilibrium position after a small displacement.
- Unstable equilibrium means the system does not return to its equilibrium position after a small displacement.
Standing Stability
- Stability during standing is essential for maintaining balance.
- For overall stability, the center of mass must be over the area spanned by the feet.
- If the center of mass is outside the support base, the system is unstable and may topple over.
- The line of gravity passing through the center of the support base signifies stable equilibrium.
- We are most stable when the line of gravity falls closer to the center of the support base.
Medical Terminology
- The term "pericarditis" refers to inflammation surrounding the heart.
- It is constructed from the prefix "peri-" meaning "surrounding," the root "cardi" meaning "heart," and the suffix "-itis" meaning "inflammation."
- The term "phonocardiography" refers to the graphic recording of heart sounds.
- It is constructed from the prefix "phono" meaning "sound," the root "cardi" meaning "heart," and the suffix "graph" meaning "write."
Prefixes and Units
- Prefixes are used to represent quantities in powers of 10.
- Common prefixes include: pico-, nano-, micro-, milli-, centi-, kilo-, mega-, giga-, tera-.
- Prefixes are used to express very large or very small numbers more conveniently.
- For example, a nanosecond is one billionth of a second (1 x 10^-9 seconds).
Changing Units
- Changing units involves multiplying the original measurement by a conversion factor.
- A conversion factor is a ratio of units equal to unity.
- For example, to convert minutes to seconds, multiply by (60 seconds/ 1 minute).
Accuracy, Uncertainty, and Significant Figures
- Accuracy refers to how close a measurement is to the true value.
- Precision refers to the reproducibility of a measurement.
- Uncertainty is a numeric measure of confidence in a measurement, with lower uncertainty indicating greater confidence.
- Leading zeros are never significant.
- Imbedded zeros are always significant.
- Trailing zeros are significant only if the decimal point is specified.
Forces and Newton's Laws
- Force is a measurable influence that causes a change in an object's motion.
- Newton's first law states that an object at rest or in motion will remain in that state unless acted upon by an external force.
- Newton's second law states that the acceleration of an object is directly proportional to the force applied and inversely proportional to its mass (F = ma).
- The SI unit of force is the Newton (N).
- Weight is a force due to gravity and is expressed in Newtons.
Equilibrium and Stability
- A system is in equilibrium when the net force and net torque on the system are zero.
- A system in static equilibrium is in equilibrium and stationary.
- A system in stable equilibrium will return to equilibrium after a small displacement.
- A system in unstable equilibrium will not return to its equilibrium state after a small displacement.
- Stability during standing requires the center of mass to be over the area spanned by the feet.
- When the line of gravity is near the center of the support base, an individual is most stable.
- When leaning, the line of gravity may pass through the periphery of the base or even outside it, resulting in less stability.
Torque
- Torque is the tendency of a force to rotate an object about an axis, fulcrum, or pivot.
- It can be thought of as a "twist."
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Description
Test your knowledge of kinematics and forces in physics. This quiz covers key concepts such as units of measurement, motion, and Newton's laws. Perfect for students looking to reinforce their understanding of these foundational topics.