Podcast
Questions and Answers
In the International System of Units (SI), how many base units are there?
In the International System of Units (SI), how many base units are there?
Which of the following is NOT one of the SI base units?
Which of the following is NOT one of the SI base units?
The Système Internationale d'Unités (SI) is an internationally accepted system of units for measurement that utilizes a decimal system.
The Système Internationale d'Unités (SI) is an internationally accepted system of units for measurement that utilizes a decimal system.
True (A)
Which of the following units is NOT part of the SI system?
Which of the following units is NOT part of the SI system?
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What is the SI unit for plane angle?
What is the SI unit for plane angle?
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What is the symbol for the base unit of luminous intensity?
What is the symbol for the base unit of luminous intensity?
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The ______ is a unit of length that is equal to 10-10 m.
The ______ is a unit of length that is equal to 10-10 m.
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The speed of light in vacuum is defined as a fixed numerical value in the SI unit system.
The speed of light in vacuum is defined as a fixed numerical value in the SI unit system.
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What are the dimensions of force in terms of the fundamental quantities (M, L, T)?
What are the dimensions of force in terms of the fundamental quantities (M, L, T)?
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The ______ is the SI unit of electric current.
The ______ is the SI unit of electric current.
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What is the importance of 'dimensional homogeneity' in equations involving physical quantities?
What is the importance of 'dimensional homogeneity' in equations involving physical quantities?
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What type of physical quantities are dimensionless?
What type of physical quantities are dimensionless?
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Dimensional analysis can determine the exact value of a proportionality constant in an equation?
Dimensional analysis can determine the exact value of a proportionality constant in an equation?
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Give an example of a physical quantity that is measured in units of 'radian/second' and describe its significance.
Give an example of a physical quantity that is measured in units of 'radian/second' and describe its significance.
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What is the standard for comparing the size of objects called?
What is the standard for comparing the size of objects called?
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When reporting a measurement, what does 'significant figures' indicate?
When reporting a measurement, what does 'significant figures' indicate?
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When performing multiplication or division with measurements, the final result should have the same number of decimal places as the measurement with the fewest decimal places.
When performing multiplication or division with measurements, the final result should have the same number of decimal places as the measurement with the fewest decimal places.
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The process of rounding off a number to a certain number of significant figures can introduce errors or uncertainties into a calculation.
The process of rounding off a number to a certain number of significant figures can introduce errors or uncertainties into a calculation.
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Which of the following is NOT a guideline for determining the uncertainty or error in a measured value?
Which of the following is NOT a guideline for determining the uncertainty or error in a measured value?
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Flashcards
Unit
Unit
The internationally accepted standard used for measuring a physical quantity. It is a reference point for comparison.
Measurement
Measurement
The measurement of a physical quantity is expressed as a numerical value accompanied by a unit.
Fundamental or Base Units
Fundamental or Base Units
Units used for the fundamental quantities are called fundamental or base units. Examples include metre (m), kilogram (kg), second (s), etc.
Derived Units
Derived Units
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System of Units
System of Units
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CGS system
CGS system
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FPS system
FPS system
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MKS system
MKS system
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Système Internationale d’Unites (SI)
Système Internationale d’Unites (SI)
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SI Base Units
SI Base Units
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Metre (m)
Metre (m)
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Kilogram (kg)
Kilogram (kg)
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Second (s)
Second (s)
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Ampere (A)
Ampere (A)
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Kelvin (K)
Kelvin (K)
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Mole (mol)
Mole (mol)
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Candela (cd)
Candela (cd)
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Plane Angle (dθ)
Plane Angle (dθ)
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Solid Angle (dΩ)
Solid Angle (dΩ)
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Dimensionless Quantity
Dimensionless Quantity
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Significant Figures
Significant Figures
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Least Count
Least Count
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Rounding Off
Rounding Off
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Rules of Significant Figures
Rules of Significant Figures
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Dimensional Formulae
Dimensional Formulae
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Dimensional Equations
Dimensional Equations
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Dimensional Analysis
Dimensional Analysis
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Applications of Dimensional Analysis
Applications of Dimensional Analysis
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Units Retained for General Use
Units Retained for General Use
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SI Prefixes
SI Prefixes
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Kilo (k)
Kilo (k)
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Milli (m)
Milli (m)
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Study Notes
Introduction to Units and Measurement
- Measurement involves comparing a physical quantity with a standard unit.
- The result is a numerical value accompanied by a unit.
- A system of units is a complete set of both base and derived units.
International System of Units (SI)
- The internationally accepted system of units.
- Base units for length, mass, and time in different systems:
- CGS: centimeter, gram, second
- FPS: foot, pound, second
- MKS: meter, kilogram, second
- SI base units:
- Length (meter, m)
- Mass (kilogram, kg)
- Time (second, s)
- Electric current (ampere, A)
- Thermodynamic temperature (kelvin, K)
- Amount of substance (mole, mol)
- Luminous intensity (candela, cd)
Significant Figures
- Significant figures represent reliable digits in a measurement plus the first uncertain digit
- All non-zero digits are significant
- Zeros between non-zero digits are significant, regardless of decimal location.
- Zeros to the right of a decimal point and to the right of a non-zero digit are significant.
- Zeros to the left of the first non-zero digit in a number less than 1 are not significant.
- Terminal zeros in a whole number without a decimal are not significant.
- Terminal zeros in a decimal are significant.
Dimensional Formulae and Equations
- Dimensional formula: Expression showing base units and exponents for a quantity.
- Dimensional equation: Equation showing equality of dimensions on both sides
- Dimensions are independent of numerical values
Dimensional Analysis
- Checking the consistency of equations
- Only quantities with the same dimensions can be added or subtracted.
- Dimensions on both sides of an equation must be the same.
- Dimensional analysis can check the correctness of equations and derive relationships.
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Description
This quiz covers the fundamentals of units and measurement, including the International System of Units (SI) and the concept of significant figures. Test your knowledge on base and derived units, as well as the importance of precise measurements in scientific contexts.