Six small raindrops each of radius 1.5 mm, come down with a terminal velocity of 6 cm `s^(-1)`. They coalesce to form a bigger drop. What is the terminal velocity of the bigger drop?

1000 drops of radius 1 mm each falling downwards with a terminal velocity of 5 cms ""^(-1) coalesce to form a bigger drop. What will be the terminal velocity of the bigger drop?

Eight rain drops of radius 1mm each falling downwards with a terminal velocity of 5 cm c^(-1) coalesce to form a bigger drop. Find the terminal velocity of bigger drop.

Twenty-seven drops of radius 2 mm each falling downwards with a terminal velocity of 4 ms^(-1) coalesce to form a bigger drop. What will be the terminal velocity of the bigger drop?

Eight rain drops of radius 1mm each falling downwards with a terminal velocity of 5 cm s^(-1) collapse to form a bigger drop. Find the terminal velocity of bigger drop.

27 rain drops of radius 1 mm each are falling down with a terminal velocity of 4 cm/s. They then coalesce to form a bigger drop. Determine the radius of bigger drop.

n drops of water, each of radius 2 mm , fall through air at a terminal velocity of 8 cms^(-1) If they coalesce to form a single drop, then the terminal velocity of the combined drop is 32 cms^(-1) The value of n is

n drops of water, each of radius 2 mm , fall through air at a terminal velocity of 8 cm^(-1) If they coalesce to form a single drop, then the terminal velocity of the combined drop is 32 cm^(-1) The value of n is

Two exactly simlar rain drops falling with terminal velocity of (2)^(1//3) ms^(-1) coalese to from a bigger drop Find the new terminal velocity of the bigger drop.

Eight equal droplets of water each ofradius rare falling through air with a terminal velocity of 7.5 cm//s^2 . The drops coalesce to form a big drop in air. What will be the terminal velocity of the big drop.

Eight drops of water, each of radius 2mm are falling through air at a terminal velcity of 8cms^-1 . If they coalesce to form a single drop, then the terminal velocity of combined drop will be