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Questions and Answers
Which of the following is NOT a base quantity in the International System of Units (SI)?
Which of the following is NOT a base quantity in the International System of Units (SI)?
Derived quantities are defined independently and cannot be expressed in terms of base quantities.
Derived quantities are defined independently and cannot be expressed in terms of base quantities.
False (B)
Name one example of a base quantity.
Name one example of a base quantity.
Length
The SI unit for mass is the ______.
The SI unit for mass is the ______.
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What is the derived unit for pressure?
What is the derived unit for pressure?
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Match the following derived quantities with their corresponding formulas:
Match the following derived quantities with their corresponding formulas:
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Base quantities are ______ and cannot be derived from other quantities.
Base quantities are ______ and cannot be derived from other quantities.
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There are exactly 7 base quantities recognized in the SI system.
There are exactly 7 base quantities recognized in the SI system.
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What is a key benefit of using SI units in global trade?
What is a key benefit of using SI units in global trade?
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SI units are based on the metric system, which simplifies conversions through multiplication and division by powers of ten.
SI units are based on the metric system, which simplifies conversions through multiplication and division by powers of ten.
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Why are SI units essential in technological development?
Why are SI units essential in technological development?
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One benefit of SI units is that they provide a _____ framework applicable across various disciplines.
One benefit of SI units is that they provide a _____ framework applicable across various disciplines.
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Match the following key reasons for the importance of SI units to their definitions:
Match the following key reasons for the importance of SI units to their definitions:
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What is the current definition of a meter based on?
What is the current definition of a meter based on?
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SI units are not universally taught in schools around the world.
SI units are not universally taught in schools around the world.
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Provide one example of a critical error that could occur due to the lack of SI units.
Provide one example of a critical error that could occur due to the lack of SI units.
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What does the position vector represent?
What does the position vector represent?
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Parallel vectors can have different magnitudes but must have the same direction.
Parallel vectors can have different magnitudes but must have the same direction.
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Define a negative vector.
Define a negative vector.
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A vector that represents the shortest path between two points is called a __________ vector.
A vector that represents the shortest path between two points is called a __________ vector.
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Match the following vector types with their definitions:
Match the following vector types with their definitions:
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Which of the following pairs of vectors are orthogonal?
Which of the following pairs of vectors are orthogonal?
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A fixed vector can change its initial point without altering its properties.
A fixed vector can change its initial point without altering its properties.
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What defines collinear vectors?
What defines collinear vectors?
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What temperature scale is primarily used in the United States?
What temperature scale is primarily used in the United States?
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Mercury thermometers are more sensitive to small temperature changes than alcohol thermometers.
Mercury thermometers are more sensitive to small temperature changes than alcohol thermometers.
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What is the boiling point of water in Celsius?
What is the boiling point of water in Celsius?
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The freezing point of water is 32°F in the ______ scale.
The freezing point of water is 32°F in the ______ scale.
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Match the temperature scales with their characteristics:
Match the temperature scales with their characteristics:
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Which thermometer type is best for precise readings at high temperatures?
Which thermometer type is best for precise readings at high temperatures?
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The Kelvin scale has the same interval divisions as the Celsius scale.
The Kelvin scale has the same interval divisions as the Celsius scale.
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What is the conversion formula from Celsius to Kelvin?
What is the conversion formula from Celsius to Kelvin?
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What type of heat transfer does not require a medium?
What type of heat transfer does not require a medium?
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Conduction involves heat transfer through bulk fluid movement.
Conduction involves heat transfer through bulk fluid movement.
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What is the role of the center of gravity (CoG) in the stability of objects?
What is the role of the center of gravity (CoG) in the stability of objects?
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Heat from the Sun travels to Earth through ______.
Heat from the Sun travels to Earth through ______.
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Match the following methods of heat transfer with their characteristics:
Match the following methods of heat transfer with their characteristics:
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What is the formula to calculate the center of gravity on the x-axis?
What is the formula to calculate the center of gravity on the x-axis?
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In convection, heat is transferred through solids only.
In convection, heat is transferred through solids only.
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List one example of radiation heat transfer.
List one example of radiation heat transfer.
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What is the relationship between Celsius and Kelvin?
What is the relationship between Celsius and Kelvin?
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Fahrenheit is primarily used in scientific circles around the world.
Fahrenheit is primarily used in scientific circles around the world.
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What is the freezing point of water in Fahrenheit?
What is the freezing point of water in Fahrenheit?
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The formula to convert Celsius to Fahrenheit is F = (C × ______) + 32.
The formula to convert Celsius to Fahrenheit is F = (C × ______) + 32.
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Match the following forces with their descriptions:
Match the following forces with their descriptions:
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What is the division scale for Fahrenheit between the freezing and boiling points of water?
What is the division scale for Fahrenheit between the freezing and boiling points of water?
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What is a contact force? Provide one example.
What is a contact force? Provide one example.
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Kelvin and Celsius scales have different intervals for measuring temperature.
Kelvin and Celsius scales have different intervals for measuring temperature.
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What is a characteristic of non-contact forces?
What is a characteristic of non-contact forces?
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Gravitational force is an example of a contact force.
Gravitational force is an example of a contact force.
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Name one example of heat transfer by conduction.
Name one example of heat transfer by conduction.
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Convection requires a ______ medium for heat transfer.
Convection requires a ______ medium for heat transfer.
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Which of the following statements about conduction is true?
Which of the following statements about conduction is true?
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Non-contact forces can only act over short distances.
Non-contact forces can only act over short distances.
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What is the mechanism behind convection?
What is the mechanism behind convection?
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What is measured in units such as joules (J) or calories?
What is measured in units such as joules (J) or calories?
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Temperature is a measure of the total energy of all the particles in a substance.
Temperature is a measure of the total energy of all the particles in a substance.
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What type of thermometer can measure temperatures down to -70°C?
What type of thermometer can measure temperatures down to -70°C?
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Heat flows from a ______ object to a ______ object.
Heat flows from a ______ object to a ______ object.
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Match the following thermometers with their properties:
Match the following thermometers with their properties:
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Which thermometer type contains mercury as the thermometric liquid?
Which thermometer type contains mercury as the thermometric liquid?
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Name one property of alcohol thermometers that makes them easier to read.
Name one property of alcohol thermometers that makes them easier to read.
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Both alcohol and mercury thermometers can measure very high temperatures equally well.
Both alcohol and mercury thermometers can measure very high temperatures equally well.
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Which of the following is a characteristic of a vector quantity?
Which of the following is a characteristic of a vector quantity?
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Scalars have both magnitude and direction.
Scalars have both magnitude and direction.
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Velocity is an example of a __________ quantity.
Velocity is an example of a __________ quantity.
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Match the following quantities with their type (Scalar or Vector):
Match the following quantities with their type (Scalar or Vector):
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Which operation is typically used for vector quantities?
Which operation is typically used for vector quantities?
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Scalar quantities can only be expressed by using complex notations.
Scalar quantities can only be expressed by using complex notations.
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The notation for vector quantities usually includes an arrow over the symbol or is written in __________.
The notation for vector quantities usually includes an arrow over the symbol or is written in __________.
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What is the primary scale used in scientific calculations that starts from absolute zero?
What is the primary scale used in scientific calculations that starts from absolute zero?
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Mercury thermometers are less durable than alcohol thermometers.
Mercury thermometers are less durable than alcohol thermometers.
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In the Celsius scale, the freezing point of water is _____ °C.
In the Celsius scale, the freezing point of water is _____ °C.
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Which temperature scale is commonly used in healthcare settings?
Which temperature scale is commonly used in healthcare settings?
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Match the temperature scales with their properties:
Match the temperature scales with their properties:
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Explain one advantage of using mercury thermometers over alcohol thermometers.
Explain one advantage of using mercury thermometers over alcohol thermometers.
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The conversion formula from Celsius to Kelvin is K = C + _____
The conversion formula from Celsius to Kelvin is K = C + _____
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Celsius and Kelvin have different interval divisions.
Celsius and Kelvin have different interval divisions.
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The boiling point of water in Fahrenheit is __________.
The boiling point of water in Fahrenheit is __________.
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Match the temperature scale with its primary usage:
Match the temperature scale with its primary usage:
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Which of the following is an example of a contact force?
Which of the following is an example of a contact force?
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Fahrenheit scale is based on absolute zero.
Fahrenheit scale is based on absolute zero.
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What is the definition of a non-contact force?
What is the definition of a non-contact force?
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Which of the following best describes radiation in heat transfer?
Which of the following best describes radiation in heat transfer?
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Convection involves heat transfer through direct molecular contact.
Convection involves heat transfer through direct molecular contact.
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What is the main difference between conduction and convection?
What is the main difference between conduction and convection?
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The formula to calculate the center of gravity for the x-axis is xCoG = ______.
The formula to calculate the center of gravity for the x-axis is xCoG = ______.
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Match the method of heat transfer with its correct mechanism:
Match the method of heat transfer with its correct mechanism:
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What is an example of radiation in daily life?
What is an example of radiation in daily life?
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The center of gravity is always located at the geometric center of an object.
The center of gravity is always located at the geometric center of an object.
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How do you determine the center of gravity for an irregular object?
How do you determine the center of gravity for an irregular object?
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Flashcards
Base Quantities
Base Quantities
Fundamental physical quantities defined independently and not derived from other quantities.
Derived Quantities
Derived Quantities
Physical quantities defined using mathematical relationships from base quantities.
Examples of Base Quantities
Examples of Base Quantities
Length, mass, time, electric current, thermodynamic temperature, amount of substance, luminous intensity.
Examples of Derived Quantities
Examples of Derived Quantities
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SI Units
SI Units
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Speed
Speed
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Force
Force
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Importance of Base Quantities
Importance of Base Quantities
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Vector Magnitude
Vector Magnitude
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Position Vector
Position Vector
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Equal Vectors
Equal Vectors
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Orthogonal Vectors
Orthogonal Vectors
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Parallel Vectors
Parallel Vectors
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Displacement Vector
Displacement Vector
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Negative Vector
Negative Vector
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Collinear Vectors
Collinear Vectors
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Global Standardization
Global Standardization
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Precision and Accuracy
Precision and Accuracy
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Interdisciplinary Application
Interdisciplinary Application
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Decimal System
Decimal System
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Technological Development
Technological Development
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Legal and Economic Framework
Legal and Economic Framework
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Educational Consistency
Educational Consistency
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Mercury Thermometer
Mercury Thermometer
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Alcohol Thermometer
Alcohol Thermometer
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Celsius Scale (°C)
Celsius Scale (°C)
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Fahrenheit Scale (°F)
Fahrenheit Scale (°F)
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Kelvin Scale (K)
Kelvin Scale (K)
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Conversion: Celsius to Kelvin
Conversion: Celsius to Kelvin
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Conversion: Kelvin to Celsius
Conversion: Kelvin to Celsius
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Absolute Zero
Absolute Zero
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What is radiation?
What is radiation?
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What is the medium for radiation?
What is the medium for radiation?
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How is heat transferred by radiation?
How is heat transferred by radiation?
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Center of Gravity (CoG)
Center of Gravity (CoG)
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How to find CoG for irregular shapes?
How to find CoG for irregular shapes?
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Formula for CoG on x-axis
Formula for CoG on x-axis
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CoG and Stability
CoG and Stability
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How does CoG affect stability?
How does CoG affect stability?
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Celsius (°C)
Celsius (°C)
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Kelvin (K)
Kelvin (K)
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Fahrenheit (°F)
Fahrenheit (°F)
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Contact Force
Contact Force
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Non-contact Force
Non-contact Force
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Example of a Contact Force
Example of a Contact Force
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Example of a Non-contact Force
Example of a Non-contact Force
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Tension Force
Tension Force
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Heat vs. Temperature
Heat vs. Temperature
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Heat Transfer
Heat Transfer
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Measuring Heat
Measuring Heat
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Measuring Temperature
Measuring Temperature
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Alcohol Thermometer Advantages
Alcohol Thermometer Advantages
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Mercury Thermometer Advantages
Mercury Thermometer Advantages
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Scalar Quantity
Scalar Quantity
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Vector Quantity
Vector Quantity
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Distance vs. Displacement
Distance vs. Displacement
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Speed vs. Velocity
Speed vs. Velocity
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Example: Force as a Vector
Example: Force as a Vector
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Vector Addition
Vector Addition
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Scalar vs. Vector: Summary
Scalar vs. Vector: Summary
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Real-world Example: Navigation
Real-world Example: Navigation
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Convert °C to K
Convert °C to K
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Convert K to °C
Convert K to °C
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Examples of Contact Forces
Examples of Contact Forces
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Types of Non-Contact Forces
Types of Non-Contact Forces
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Conduction
Conduction
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Convection
Convection
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Radiation
Radiation
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Radiation: Medium?
Radiation: Medium?
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Radiation: How does it work?
Radiation: How does it work?
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Calculating CoG
Calculating CoG
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Heat Transfer: Conduction
Heat Transfer: Conduction
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Heat Transfer: Convection
Heat Transfer: Convection
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Heat Transfer: Radiation vs. Convection
Heat Transfer: Radiation vs. Convection
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Study Notes
Base Quantities
- Definition: Fundamental physical quantities defined independently, not derived from others
- Examples: Length, mass, time, electric current, thermodynamic temperature, amount of substance, luminous intensity
- SI Units: Each base quantity has a unique base unit (e.g., meter for length, kilogram for mass)
- Importance: Form the foundation for all other physical quantities
Derived Quantities
- Definition: Physical quantities defined using mathematical relationships with base quantities
- Examples: Speed, force, pressure, energy
- SI Units: Derived quantities have units that are combinations of base units (e.g., Newton = kg·m/s², Pascal = N/m²)
- Importance: Allow describing complex physical phenomena using relationships between base quantities
Importance of SI units
- Global standardization: Eliminates confusion in international contexts, facilitates trade and collaboration.
- Precision and accuracy: Based on reproducible physical constants, measurements remain consistent over time.
- Interdisciplinary application: Provides a unified framework for various fields (physics, chemistry, engineering).
- Simplifies conversions: Based on the decimal system for easier unit conversion.
- Supports technological development: Enables quality control in manufacturing and engineering.
- Legal and economic framework: Enforces fairness and consistency in trade and legal documents.
- Educational consistency: Provides a universal foundation for understanding scientific principles.
- Example impact: Prevents errors, crucial in collaborative projects.
Scalar and Vector Quantities
- Scalar Quantity: Has only magnitude.
- Examples: Distance, speed, mass, energy, temperature
- Vector Quantity: Has magnitude and direction.
- Examples: Displacement, velocity, force, acceleration
- Mathematical Operations: Scalars use simple arithmetic, vectors require vector addition/subtraction.
- Dependence on Direction: Scalars are independent of direction, while vectors are direction-dependent.
- Notation: Scalars are written with symbols (e.g., m, t), while vectors are written in boldface or with arrows (e.g., vec{F},\mathbf{v}).
Types of Vectors
- Zero Vector (Null Vector): Zero magnitude, no specific direction, identity element for vector addition.
- Unit Vector: Magnitude of 1, used to indicate direction.
- Position Vector: Represents position of a point relative to the origin
- Equal Vectors: Same magnitude and direction, independent of initial point.
- Negative Vector: Same magnitude, opposite direction.
- Parallel Vectors: Same or exactly opposite directions
- Collinear Vectors: Lie along the same line or parallel lines
- Orthogonal Vectors: Perpendicular to each other, dot product is zero
- Coplanar Vectors: Lie in the same plane
Methods of Heat Transfer
- Conduction: Heat transfer via direct contact between molecules, requires a medium (solid, liquid, or gas).
- Convection: Heat transfer through bulk movement of fluids (liquids or gases), occurs due to temperature and density differences.
- Radiation: Heat transfer through electromagnetic waves, does not require a medium.
Calculating the Center of Gravity (CoG)
- Definition: Point where the entire weight of an object acts, regardless of orientation.
- Calculation steps:
- Break the object into smaller parts.
- Assign coordinates (x, y, z) for each part.
- Determine the weight of each part (Wi).
- Calculate the CoG for each axis using formulas (xCoG = ∑(Wi·xi) / ∑Wi, etc.).
- Combine the CoG coordinates (xCoG, yCoG, zCoG).
- Effect on Stability: Low CoG improves stability, high CoG reduces it. Base of support also plays a role.
Kinetic Theory of Gases
- Key Assumptions: Molecules are in constant, random motion. Negligible intermolecular forces. Molecules occupy negligible volume. Collisions are perfectly elastic. Pressure arises from molecular collisions. Temperature is proportional to average kinetic energy.
- Key Results: Pressure and volume are related (Boyle's Law). Temperature and kinetic energy are related. Maxwell-Boltzmann distribution describes molecular speeds. Equation of State for Ideal Gases (PV = nRT).
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Description
Explore the fundamental concepts of base and derived quantities in physics. This quiz covers definitions, examples, and the significance of SI units. Test your understanding of how these quantities relate to real-world applications.