A liquid drop of mass m and radius r is falling from great height. It's velocity is proportional to
Answers
Answered by
59
Hii dear,
# Answer- Mρ/ηr
# Explaination-
Consider,
ρ = density of air
η = viscosity of air
M = mass of liquid drop
r = radius of drop
g = gravitational accln
So, When a drop fall in air the terminal velocity of the drop is given by
V = [Mg-(4/3.πr^3.ρg)]/6πηr
From this we can say that V is
- directly proportional to M, ρ
- inversely proprtional to η, r
Hope you got your answer...
# Answer- Mρ/ηr
# Explaination-
Consider,
ρ = density of air
η = viscosity of air
M = mass of liquid drop
r = radius of drop
g = gravitational accln
So, When a drop fall in air the terminal velocity of the drop is given by
V = [Mg-(4/3.πr^3.ρg)]/6πηr
From this we can say that V is
- directly proportional to M, ρ
- inversely proprtional to η, r
Hope you got your answer...
Answered by
3
Answer:
m/r
Explanation:
by using the terminal velocity formula....Preety simple
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