A metallic sphere of radius 2 cm is completely dipped in water. Find the force of buoyancy acting on it.
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Answered by
13
Upthrust = weight of the water replaced
Volume of sphere = 4/3pi r ^3
= 4/3 * 22/7 * 2*2*2
= 32*22/21
= 704/21
So mass = density x volume
= 1 gm/cc x 704/21 cc
704/21 gm
Weight = 704/21 x g
=33.52 x 10
= 335.23 newton
Hope so it’s correct I gave a try sooty if you got that problematic
Volume of sphere = 4/3pi r ^3
= 4/3 * 22/7 * 2*2*2
= 32*22/21
= 704/21
So mass = density x volume
= 1 gm/cc x 704/21 cc
704/21 gm
Weight = 704/21 x g
=33.52 x 10
= 335.23 newton
Hope so it’s correct I gave a try sooty if you got that problematic
sirfria:
Can u PLZZ brainliest
Answered by
10
force of buoyancy = volume immersed × density ×g
= 4/3 pie (0.02)^3 × 1000g
= 4 ×3.14 × 8 × 1/3000 g
= 0.33N
= 4/3 pie (0.02)^3 × 1000g
= 4 ×3.14 × 8 × 1/3000 g
= 0.33N
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