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The total head of a liquid particle in motion is equal to
  • a)
    Pressure head + kinetic head + potential head
  • b)
    pressure head – (kinetic head + potential head)
  • c)
    potential head– (pressure head + kinetic head)
  • d)
    kinetic head – (pressure head + potential head)
Correct answer is option 'A'. Can you explain this answer?
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The total head of a liquid particle in motion is equal toa)Pressure he...
Total Head of a Liquid Particle in Motion:

The total head of a liquid particle in motion is the sum of three types of heads:

1. Pressure Head: It is the height of a column of the liquid that would create the same pressure as the liquid in motion. It is measured with respect to a reference point.

2. Kinetic Head: It is the energy possessed by the liquid particle due to its motion. It is equal to the velocity head or the height through which the liquid would need to fall to acquire the same velocity as the liquid particle in motion.

3. Potential Head: It is the energy possessed by the liquid particle due to its position in a gravitational field. It is equal to the height of the liquid particle above a reference plane.

The total head of a liquid particle in motion is equal to the sum of pressure head, kinetic head, and potential head.

Answer:

The correct answer is option 'A', which states that the total head of a liquid particle in motion is equal to the sum of pressure head, kinetic head, and potential head. This is because all three types of heads contribute to the total energy possessed by the liquid particle in motion. The pressure head represents the potential energy due to pressure, while the kinetic head represents the kinetic energy due to motion, and the potential head represents the potential energy due to position in a gravitational field.

Hence, option 'A' is the correct answer.
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The total head of a liquid particle in motion is equal toa)Pressure head + kinetic head + potential headb)pressure head – (kinetic head + potential head)c)potential head– (pressure head + kinetic head)d)kinetic head – (pressure head + potential head)Correct answer is option 'A'. Can you explain this answer?
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