2. The level of water in a measuring cylinder is 25 ml. After immersing an irregular solid in it, the level of water becomes 38.5 ml. Find the volume of the solid in cm³.
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Answers
Explanation:
To calculate the density using water displacement, there are two steps needed for part A.
To calculate the density using water displacement, there are two steps needed for part A.
To calculate the density using water displacement, there are two steps needed for part A. First Step:
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial Volume
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volume
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL For part B, we are going in reverse.
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL For part B, we are going in reverse.
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL For part B, we are going in reverse. First step, finding the volume of the metal=
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL For part B, we are going in reverse. First step, finding the volume of the metal=Volume= mass/ Density
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL For part B, we are going in reverse. First step, finding the volume of the metal=Volume= mass/ DensityVolume= 7.101 g/ 2.7 g/mL= 2.63 mL
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL For part B, we are going in reverse. First step, finding the volume of the metal=Volume= mass/ DensityVolume= 7.101 g/ 2.7 g/mL= 2.63 mL
To calculate the density using water displacement, there are two steps needed for part A. First Step:Volume of metal sample= Final Volume - Initial VolumeVolume of metal= 37.4 mL - 33.0 mL = 4.40 mL Second step:Density= mass/ volumeDensity= 7.101 g/ 4.40 mL = 1.61 g/mL For part B, we are going in reverse. First step, finding the volume of the metal=Volume= mass/ DensityVolume= 7.101 g/ 2.7 g/mL= 2.63 mL So, the water would have risen 2.63 mL when the aluminum sample would have been added.
Answer:
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