A density bottle weighs 100 g when filled with liquid and 80 g when filled with water. If the weight of an empty density bottle is 20 g, find the density of the liquid.

A density bottle weighs 100 g when filled with liquid annd 80 g when filled with water. If the weight of an empty density bottle is 20 g, find the density of the liquid.

A density bottle weighs 20.25g when empty, 40 .75g when filled with a liquid and 50.25 g when filled with water. Then the density of liquid is

A density bottle weighs 120 g and 100 g when filled completely with oil ad water, respectively. If the weight of a empty density bottle is 40g, then arrange the following steps in sequence meant to solve the problem to get the density of oil (A). The density of the oil D=("Mass of the oil")/("Weight of the water")=("Mass of the oil")/("Mass of the water") =("Weighht of oil")/("Weight of the water")=(W_(3)-W_(1))/(W_(2)-W_(1)) (B). Let the weight of the bottle +oil= W_(3)=120g and the weight of the bottle+water = W_(2) 100g, where bottle is completely filled with liquid, i.e., oil or water. (C). Let the weight of the empty bottle =W_(1)=40g (D). The the weight of the oil ad water would be equal to (W_(3)-W_(1)) and (W_(2)-W_(1)) , respectively.

A density bottle weighs 20.25 g when empty, 40.75 g when filled with a liquid X and 50.25 g when filled with water. Which is correct among these?

A bottle weighs 30 g when empty, 53.6 g when filled with a liquid and 48g when filled with water. The relative desity of the liquid is __________

A bottle weighs 30 g when empty, 53.4 G when filled with a liquid and 48 g when filled with water, Calculate the density of the liquid, Given density of water at 4^@C=1000(kg)/(m^3) .

A ball weighs 80 g in air 60g in water and 50g in liquid if the density of water is 1gcm^-3 find the density of this liquid.

An empty density bottle weighs 22g. When completely filled with water it weighs 50g. When completely filled with brine solution it weighs 54g. The density of brine solution is _______