This chemistry question involves key chemical concepts and calculations. The detailed solution below walks through each step, from identifying the reaction type to computing the final answer.
ScanSolve AI Answer
Step 1: Calculate the mass of water. The mass of the bottle when full of water is 80 g. The mass of the empty bottle is 40 g. Mass of water = Mass of bottle full of water - Mass of empty bottle Mass of water = 80 g - 40 g Mass of water = 40 g A) Mass of water: 40 g Step 2: Calculate the mass of liquid X. The mass of the bottle when full of liquid X is 75 g. The mass of the empty bottle is 40 g. Mass of liquid X = Mass of bottle full of liquid X - Mass of empty bottle Mass of liquid X = 75 g - 40 g Mass of liquid X = 35 g B) Mass of liquid X: 35 g Step 3: Calculate the volume of water. The density of water is given as 1 g/cm^3. The mass of water is 40 g (from Step 1). Volume of water = Mass of waterDensity of water Volume of water = 40 g1 g/cm^3 Volume of water = 40 cm^3 C) Volume of water, given its density is 1 g/cm^3: 40 cm^3 Step 4: Calculate the volume of the bottle. The volume of the water that fills the bottle is equal to the volume of the bottle. Volume of the bottle = Volume of water Volume of the bottle = 40 cm^3 D) Volume of the bottle: 40 cm^3 Step 5: Calculate the density of liquid X. The mass of liquid X is 35 g (from Step 2). The volume of liquid X is equal to the volume of the bottle, which is 40 cm^3 (from Step 4). Density of liquid X = Mass of liquid XVolume of liquid X Density of liquid X = 35 g40 cm^3 Density of liquid X = 0.875 g/cm^3 E) Density of liquid X: 0.875 g/cm^3 Send me the next one 📸