Physics Chapter 1: Units and Dimensions

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Questions and Answers

What is the primary focus of Physics as a branch of science?

  • The study of living organisms
  • The exploration of outer space and celestial bodies
  • The study of nature and properties of matter and energy (correct)
  • The application of mathematics to solve problems

Which of the following is regarded as a physical quantity?

  • Happiness of an individual
  • Temperature of a liquid (correct)
  • Smell of a perfume
  • Color of an object

What is the definition of measurement in the context of physics?

  • The process of comparing unknown physical quantity with a known fixed quantity (correct)
  • The process of estimating quantities
  • The examination of physical properties without quantification
  • The graphical representation of data

Which of the following statements about units is correct?

<p>A unit should be well defined and its concept clear (C)</p>
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What relationship does the formula Q = nu illustrate?

<p>How physical quantity is determined by numerical value and unit (D)</p>
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What is the role of Applied Physics?

<p>To apply physical principles to solve practical problems (A)</p>
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In the context of physical quantities, which of the following is NOT correct?

<p>Fundamental units are derived from physical phenomena (A)</p>
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Which one of these is an example of a derived unit?

<p>Newton (A)</p>
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What is the unit of energy in the CGS system?

<p>Erg (A)</p>
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Which of the following is an example of kinetic energy?

<p>Moving bullet (D)</p>
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What is the expression for kinetic energy derived from work done?

<p>K.E. = 1/2 mv² (D)</p>
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What type of energy is involved in the transformation when electric energy is converted into sound energy in an electric bell?

<p>Sound Energy (D)</p>
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Which statement accurately describes potential energy?

<p>It is energy stored due to an object's position. (A)</p>
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In a heat engine, what form of energy changes into mechanical energy?

<p>Heat Energy (A)</p>
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How is kinetic energy ultimately defined?

<p>Energy possessed by a body by virtue of its motion (D)</p>
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Which transformation occurs in a dam when water is released to rotate a turbine?

<p>Potential energy to kinetic energy (D)</p>
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What characteristic does a unit need to have regarding physical conditions?

<p>It should not change with physical conditions (D)</p>
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Which of the following is an example of a derived quantity?

<p>Area (A)</p>
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Which of the following is NOT a fundamental quantity?

<p>Speed (B)</p>
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What is the SI unit of mass?

<p>Kilogram (A)</p>
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In the CGS system, which unit is used for length?

<p>Centimeter (C)</p>
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Which system is known as the International System of Units?

<p>SI system (A)</p>
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How many fundamental quantities are included in the SI system?

<p>Five (B)</p>
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What does the MKS system stand for?

<p>Meter, Kilogram, Second (D)</p>
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What does temperature primarily measure?

<p>Average kinetic energy of all molecules (B)</p>
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Which of the following statements is true regarding heat and temperature?

<p>Heat is energy transferred due to a temperature difference. (D)</p>
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What are the units of temperature mentioned in the content?

<p>Fahrenheit, Celsius, and Kelvin (A)</p>
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What principle is temperature measurement based on?

<p>Change in physical, electrical, or chemical properties of materials (B)</p>
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Which of the following accurately describes heat?

<p>It represents energy transferred between bodies. (A)</p>
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Which type of thermometer makes use of thermal expansion?

<p>Liquid-in-glass thermometers (C)</p>
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Which unit is the SI unit for temperature?

<p>Kelvin (A)</p>
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What characteristic changes are utilized by sensors to measure temperature?

<p>Physical and chemical properties (B)</p>
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What is the formula for the moment of inertia in terms of mass and radius of gyration?

<p>I = MK^2 (D)</p>
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If the moment of inertia of a body is 500 kg m² and the angular acceleration is 2 rad/s², what is the torque required?

<p>1000 Nm (C)</p>
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What does the radius of gyration represent in relation to the moment of inertia?

<p>It's the average distance of mass particles from the axis of rotation. (D)</p>
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What is the SI unit for the radius of gyration?

<p>Meter (D)</p>
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Which of the following correctly expresses angular velocity in terms of revolutions per minute?

<p>$\omega = \frac{2\pi N}{60}$ (C)</p>
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If a body has particles at distances $r_1, r_2, r_3, ..., r_n$ from the axis of rotation, how is the moment of inertia calculated?

<p>$I = m(r_1^2 + r_2^2 + ... + r_n^2)$ (C)</p>
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In which scenario is the radius of gyration useful?

<p>When analyzing rotational dynamics. (D)</p>
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If a wheel with a moment of inertia of 2 kg m² is to reach 30 r.p.s in 20 seconds, which factor is essential to calculate the required torque?

<p>The final angular velocity and time. (B)</p>
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Study Notes

Definition of Physics and Physical Quantities

  • Physics explores nature and the properties of matter and energy including heat, light, sound, and electricity.
  • The study emphasizes measurement accuracy and uses scientific methods for verification through experiments.
  • Physical quantities are measurable aspects such as distance, speed, mass, and force.
  • Applied Physics bridges the gap between physics and engineering by solving human problems.

Units: Fundamental and Derived Units

  • Measurement involves comparing unknown quantities with known fixed quantities.
  • A unit is a standard known quantity used for measurement like meter for length.
  • The expression for physical quantity can be generalized as:
    • Q = n × u
    • Where Q is Physical Quantity, n is Numerical value, and u is Standard unit.
  • Standard units should be well-defined, consistent across conditions, appropriately sized, reproducible, and internationally accepted.

Classification of Units

  • Fundamental Units: Independent quantities measured directly, such as:
    • Mass: Kilogram (Kg), Gram, Pound
    • Length: Meter, Centimeter, Foot
    • Time: Second
  • Derived Units: Quantities derived from fundamental ones, e.g.:
    • Area: Length × Length
    • Speed: Distance / Time

Systems of Units

  • C.G.S. System: Length is measured in centimeters, mass in grams, time in seconds.
  • F.P.S. System: Length in feet, mass in pounds, and time in seconds.
  • M.K.S. System: Length in meters, mass in kilograms, and time in seconds.
  • S.I. System: International System of Units that expands M.K.S. to include units for electric current, heat, etc.

Energy Transformation

  • Energy can change forms (e.g., heat to mechanical energy in engines, electrical energy to light in bulbs).
  • Examples of transformations:
    • In electric motors, electrical energy converts to mechanical energy.
    • In dams, potential energy converts to kinetic energy.

Kinetic Energy

  • Defined as energy possessed by an object due to its motion.
  • Formula for kinetic energy (K.E.):
    • K.E. = 1/2 mv²
    • This is derived from force acting over a distance.
  • Examples include running water, wind energy, and moving objects like bullets.

Potential Energy

  • Energy stored in an object due to its position, expressed as potential energy (P.E.).
  • Moment of Inertia (I) relates to a body's mass and radius of gyration (K):
    • I = MK²
  • Radius of gyration quantifies distribution of mass around an axis.

Temperature

  • Defined as the average kinetic energy of molecules in a body.
  • Units of temperature include Fahrenheit (°F), Celsius (°C), and Kelvin (K), with Kelvin as the S.I. unit.

Difference Between Heat and Temperature

  • Heat:
    • Energy transferred between bodies due to temperature difference.
    • Total kinetic energy of molecules.
    • Depends on the quantity of matter; measured in Joules.
  • Temperature:
    • Measure of an object's hotness or coldness.
    • Average kinetic energy; does not depend on the quantity of matter.
    • Measured in Kelvin.

Principles of Temperature Measurement

  • Temperature measurement is based on the fact that material properties change with temperature.
  • Thermometers are devices that utilize physical or chemical properties to measure temperature.
  • Types of thermometers include:
    • Mechanical (liquid-in-glass, bimetallic, etc.)
    • Thermo-electric (thermocouples)

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