Advertisements
Advertisements
प्रश्न
Two spheres A and B, each of volume 100 cm3 is placed on water (density = 1.0 g cm-3). The sphere A is made of wood of density 0.3 g cm-3 and sphere B is made of iron of density 8.9 g cm-3.
- Find:
- The weight of each sphere, and
- The upthrust on each sphere.
- Which sphere will float? Give reason.
उत्तर
Volume of sphere A & B = 100 cm3
Density of water = 1 gcm-3
Density of sphere A = 0.3 gcm-3
Density of sphere B = 8.9 gcm-3
(a)
(i) Weight of sphere A = (density of sphere A × volume) × g
= 0.3 × 100 × g = 30 gf
Weight of sphere B = (density of sphere B × volume × g)
= 8.9 × 100 × g = 890 gf
(ii) Upthrust on sphere A = Volume of sphere A × density of water × g
= 100 × 1 × g = 100 gf
Upthrust on sphere B = Volume of sphere B × density of water × g
= 100 × 1 × g = 100 gf
Since the volume of both spheres is the same inside water, the upthrust acting on them will also be same.
(b) The sphere A will float because the density of wood is less than the density of water.
APPEARS IN
संबंधित प्रश्न
A body experiences the same buoyant force when it floats or sinks in water.
For a floating body, how is its weight related to the buoyant force?
Pressure at the free surface of a water lake is P1, while at a point at depth h below its free surface is P2. (a) How are P1 and P2 related? (b)Which is more P1 or P2?
Explain why a gas bubble released at the bottom of a lake grows in size as it rises to the surface of the lake.
A small block of wood is completely immersed in (i) water, (ii) glycerine and then released. In each case, What do you observe? Explain the difference in your observation in the two cases.
A body of mass 3.5 kg displaces 1000 cm3 of water when fully immersed inside it. Calculate:
- the volume of body,
- the upthrust on body and
- the apparent weight of body in water.
Select the correct option.
Unit of thrust in the SI system is
Is thrust a scalar or vector quantity?
The upward force that is caused due to the pressure difference in liquid (or fluid) is called ______.
What do you understand by the term “Buoyancy”.