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Very Short Question and Answers - Archimedes Principle


Q 1.
Who is Archimedes?

Ans:

Archimedes was a Greek scientist known for his contributions to mathematics, physics, and engineering. He is famous for his work on levers, pulleys, and the principle of buoyancy.

Q 2.
What is Archimedes' Principle?

Ans:

Archimedes' Principle states that any object fully or partially immersed in a fluid experiences an upward buoyant force equal to the weight of the fluid displaced by the object.

Q 3.
Explain Archimedes' Principle with an activity, give observations.

Ans:

Activity: Take a beaker filled with water and place a piece of cork and an iron nail of equal mass on the surface. Observation: The cork floats while the nail sinks. This demonstrates that the cork displaces enough water to equal its weight, while the nail does not.

Q 4.
What are the applications of Archimedes' Principle?

Ans:

Applications of Archimedes' Principle include the design of ships and submarines, lactometers for determining milk purity, and hydrometers used for measuring the density of liquids.

Q 5.
What happens to the buoyant force when an object is submerged in water?

Ans:

When an object is submerged in water, it experiences a buoyant force that acts upward, equal to the weight of the water displaced by the object.

Q 6.
Why does a cork float while an iron nail sinks?

Ans:

A cork floats because it displaces a volume of water equal to its weight, while an iron nail sinks because it does not displace enough water to counteract its weight.

Q 7.
What is buoyancy?

Ans:

Buoyancy is the upward force exerted by a fluid on an object that is partially or fully immersed in it.

Q 8.
How does the density of an object affect its ability to float?

Ans:

An object will float if its density is less than that of the fluid. If it is denser, it will sink.

Q 9.
What factors affect buoyancy?

Ans:

Factors affecting buoyancy include the volume of fluid displaced and the density of the fluid.

Q 10.
Can the buoyant force vary in different fluids?

Ans:

Yes, the buoyant force can vary in different fluids because it depends on the density of the fluid.

Q 11.
What is the relationship between buoyancy and fluid density?

Ans:

The buoyant force is greater in denser fluids because denser fluids exert more upward force on the submerged object.

Q 12.
How do submarines use Archimedes' Principle?

Ans:

Submarines adjust their buoyancy by taking in or expelling water to dive or surface, utilizing Archimedes' Principle to control their displacement and buoyancy.

Q 13.
What is the role of Archimedes' Principle in ship design?

Ans:

Archimedes' Principle helps determine how much weight a ship can carry without sinking by calculating the volume of water it must displace.

Q 14.
What is the significance of the 'Eureka' moment?

Ans:

'Eureka' signifies a moment of discovery; Archimedes exclaimed it upon realizing how to determine the purity of gold using buoyancy.

Q 15.
What is the effect of temperature on fluid density?

Ans:

As temperature increases, the density of most fluids decreases, which can affect buoyant forces.

Q 16.
How do you calculate the buoyant force acting on an object?

Ans:

The buoyant force can be calculated by measuring the weight of the fluid displaced by the object.

Q 17.
What happens to the buoyant force when an object is partially submerged?

Ans:

When partially submerged, the buoyant force equals the weight of the fluid displaced by the submerged part of the object.

Q 18.
What practical experiment can demonstrate Archimedes' Principle?

Ans:

An experiment using a graduated cylinder to measure the volume of water displaced by an object when submerged can demonstrate Archimedes' Principle.

Q 19.
How does Archimedes' Principle apply to hot air balloons?

Ans:

Hot air balloons rise because the air inside the balloon is less dense than the cooler air outside, resulting in a buoyant force that lifts the balloon.

Q 20.
What is meant by 'displacement' in the context of buoyancy?

Ans:

Displacement refers to the volume of fluid that is moved out of the way when an object is placed in it, which is crucial for determining buoyant force.