In most cases, mass will stay the same regardless of changes in volume. Mass is the amount of matter in an object and does not change unless matter is added or removed. Volume, on the other hand, can change as the amount of space an object occupies can increase or decrease.
The mass of the chalk would stay the same because volume and mass are independent properties. Triple the volume does not mean that mass will change.
If the volume is tripled, the mass will stay the same as long as the substance remains constant. Mass is an intrinsic property of matter and is not affected by the volume it occupies. The density of the substance will decrease as the volume increases.
No, density changes when both mass and volume increase. Density is calculated by dividing mass by volume, so if both mass and volume increase proportionally, the density will remain the same. If mass increases more than volume, or volume decreases more than mass, density will increase.
Yes, if two objects have the same volume and density, they will have the same mass. This is because mass is calculated by multiplying density and volume; therefore, having the same density and volume means the objects will have the same mass.
Density is defined as mass divided by volume. If you take two samples of the same material, and one of the two has twice the volume, then it will also have twice the mass - since it is characteristic for a certain material to have a certain amount of mass per volume (i.e., a certain density). Thus, if you take a liter of water, you'll have a mass of one kilogram; two liters of water will have a mass of two kilograms. Divide twice the mass by twice the volume, and you still get the same result.
The mass of the chalk would stay the same because volume and mass are independent properties. Triple the volume does not mean that mass will change.
If the volume is tripled, the mass will stay the same as long as the substance remains constant. Mass is an intrinsic property of matter and is not affected by the volume it occupies. The density of the substance will decrease as the volume increases.
No, density changes when both mass and volume increase. Density is calculated by dividing mass by volume, so if both mass and volume increase proportionally, the density will remain the same. If mass increases more than volume, or volume decreases more than mass, density will increase.
The density of water remains constant regardless of the volume or shape of the container it is in. This is because the mass of water and its volume stay the same, resulting in the same density for both a pool and a cup of water.
If the amount of sample increased while the volume remained the same, the density would increase since the mass would be higher with the same volume. Density is calculated as mass divided by volume, so an increase in mass while keeping volume constant would result in higher density.
Yes, if two objects have the same volume and density, they will have the same mass. This is because mass is calculated by multiplying density and volume; therefore, having the same density and volume means the objects will have the same mass.
Because they are of the same substance they have the same density density = mass/volume
no; they have the same volume but their mass is quite different; density is mass/volume and the sponge has much lower density
no
If mass stays the same and density decreases, then the volume must increase. This is because density is mass divided by volume, so if density decreases while mass remains constant, the volume must increase to maintain the same mass.
Density is defined as mass divided by volume. If you take two samples of the same material, and one of the two has twice the volume, then it will also have twice the mass - since it is characteristic for a certain material to have a certain amount of mass per volume (i.e., a certain density). Thus, if you take a liter of water, you'll have a mass of one kilogram; two liters of water will have a mass of two kilograms. Divide twice the mass by twice the volume, and you still get the same result.
The volume will be reduced to a half of its original value. If the mass is (approximately) evenly distributed throughout the wooden block then the mass will also reduce to a half of its original value and the density will not change.