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Which system of units includes the measurement of length in meters, mass in kilograms, and time in seconds?
  • a)
    MKS (Metre, Kilogram, Second)
  • b)
    SI (International System of Units)
  • c)
    both a and b
  • d)
    FPS (Foot, Pound, Second)  
Correct answer is option 'C'. Can you explain this answer?

Arnav Saini answered
Understanding Measurement Systems
In the realm of scientific and engineering measurements, various systems of units are employed. The question highlights three systems: MKS, SI, and FPS.
1. MKS System
- The MKS system stands for Metre, Kilogram, Second.
- It is a coherent system of units based on the metric system.
- Length is measured in meters (m), mass in kilograms (kg), and time in seconds (s).
2. SI System
- The SI, or International System of Units, is the modern form of the metric system.
- It is globally accepted and used in scientific research, engineering, and various fields.
- The base units in SI include meter for length, kilogram for mass, and second for time, just like the MKS system.
- SI also includes additional derived units and prefixes for larger and smaller measurements.
3. Conclusion: Both MKS and SI
- Since the MKS system is a subset of the SI system, both systems measure length in meters, mass in kilograms, and time in seconds.
- Therefore, the correct answer is indeed option 'C': both MKS and SI.
4. FPS System
- For contrast, the FPS system (Foot, Pound, Second) measures length in feet, mass in pounds, and time in seconds, which is entirely different from the metric-based systems.
In summary, both the MKS and SI systems utilize the same base units for length, mass, and time, making option 'C' the accurate choice.

What defines a physical quantity in scientific terms?
  • a)
    A property of a body or substance that can be measured
  • b)
    A characteristic that is difficult to quantify
  • c)
    An abstract concept without physical presence
  • d)
    A phenomenon that defies measurement
Correct answer is option 'A'. Can you explain this answer?

Ishaan Roy answered
Definition of a Physical Quantity:
Physical quantities are properties of bodies or substances that can be measured. These measurements are expressed in numerical values and units.

Characteristics of a Physical Quantity:
- Physical quantities are measurable attributes of objects or materials.
- They can be quantified using standardized units of measurement.
- These quantities are essential for describing and understanding the physical world.

Importance of Physical Quantities:
- Physical quantities provide a basis for scientific research and experimentation.
- They allow for accurate and precise communication of measurements and observations.
- Physical quantities play a crucial role in the development of scientific theories and laws.

Examples of Physical Quantities:
- Length, mass, time, temperature, electric current, luminous intensity, amount of substance, etc.
- These quantities have both magnitude and units associated with them.

Measurement of Physical Quantities:
- Physical quantities are measured using appropriate instruments and techniques.
- Measurements are essential for evaluating the behavior and characteristics of objects and materials.
- The results of measurements are used to make predictions, analyze data, and draw conclusions in scientific investigations.
In conclusion, a physical quantity is defined as a property of a body or substance that can be measured. These quantities are fundamental in scientific research and play a crucial role in understanding the physical world.

How many supplementary fundamental units are there in the SI system?
  • a)
    Four
  • b)
    Two
  • c)
    Three
  • d)
    Five
Correct answer is option 'B'. Can you explain this answer?

In the SI system, there are two supplementary fundamental units: the Radian (rad) for plane angle and the Steradian (sr) for solid angle. These units supplement the seven base fundamental quantities to provide a comprehensive framework for measuring various physical quantities accurately. Understanding these supplementary units is essential for precise calculations and measurements in fields that require angular considerations.

How is the percentage error calculated in measurement analysis?
  • a)
    Multiplying the absolute error by 100
  • b)
    Multiplying the relative error by 100
  • c)
    Adding the true value and the measured value
  • d)
    Subtracting the measured value from the true value
Correct answer is option 'B'. Can you explain this answer?

Knowledge Hub answered
The percentage error in measurement is calculated by multiplying the relative error by 100. This calculation helps express the error as a percentage of the measured value, providing a clear understanding of the magnitude of error relative to the size of the quantity being measured. Percentage error is valuable in assessing the accuracy of measurements and determining the reliability of experimental results.

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