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 and 50.25 g when filled with water. Find (a) volume of bottle (b) density of liquid.

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) .