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You weight would be 4 times more. It's the inverse square law:
Gravitational Force ~ 1/(d)^2 (one over distance squared)
Thus, increasing the distance would inversely square the force.
However, decreasing the distance would square the force. When the distance (half the radius) is decreased by half of its original value, the force increases to 4 times because:
(2)^2= 4 times greater
What else can I help you with?
When an object's volume is made the smaller but it's mass remains the same what happens to its density?
If the volume of an object decreases but its mass remains the same, the density of the object will increase. Density is calculated as mass divided by volume, so if the volume decreases while the mass stays constant, the overall density will be higher.
If the volume of an object increases what will the density do?
If the volume of the object increases while its mass remains constant, the density of the object will decrease. This is because density is calculated by dividing mass by volume, so if volume increases and mass stays the same, the resulting density will be lower.
What would be the mass of a coin of double thickness if the density remains the same?
If the density remains the same and the thickness of the coin is doubled, the mass of the coin would also double. This is because density is mass divided by volume, and if the thickness (volume) is doubled while density remains constant, the mass must double to maintain the same density value.
How does decreasing the mass change the object's density?
Decreasing the mass of an object while keeping its volume constant will increase its density. Density is calculated by dividing mass by volume, so as mass decreases and volume remains the same, the density value will increase.
What happens to density if an objects mass remains constant but its volume is increased?
If an object's mass remains constant but its volume is increased, then the density of the object decreases. This is because density is calculated by dividing an object's mass by its volume, so increasing the volume while keeping the mass constant leads to a lower density value.
What happens to density if an objects volume remains constant but its volume is decreased?
If an object's volume remains constant but its mass is increased, its density will also increase. Density is defined as mass divided by volume, so if the volume stays the same while the mass increases, the density will increase as well.
When an object's volume is made the smaller but it's mass remains the same what happens to its density?
If the volume of an object decreases but its mass remains the same, the density of the object will increase. Density is calculated as mass divided by volume, so if the volume decreases while the mass stays constant, the overall density will be higher.
If the volume of an object increases what will the density do?
If the volume of the object increases while its mass remains constant, the density of the object will decrease. This is because density is calculated by dividing mass by volume, so if volume increases and mass stays the same, the resulting density will be lower.
What would be the mass of a coin of double thickness if the density remains the same?
If the density remains the same and the thickness of the coin is doubled, the mass of the coin would also double. This is because density is mass divided by volume, and if the thickness (volume) is doubled while density remains constant, the mass must double to maintain the same density value.
How does decreasing the mass change the object's density?
Decreasing the mass of an object while keeping its volume constant will increase its density. Density is calculated by dividing mass by volume, so as mass decreases and volume remains the same, the density value will increase.
What happens to density if an objects mass remains constant but its volume is increased?
If an object's mass remains constant but its volume is increased, then the density of the object decreases. This is because density is calculated by dividing an object's mass by its volume, so increasing the volume while keeping the mass constant leads to a lower density value.
What happens to density as an object contracts?
As an object contracts, its volume decreases while its mass remains constant. This results in an increase in the density of the object since density is defined as mass divided by volume.
What happens to density if an object mass remains constant but its volume is decreased?
The density becomes lower: Density is defined as mass/volume, and if mass decreases while volume remains the same, the quotient must decrease.
If you increased the mass of an object would its volume change?
Increasing the mass of an object does not necessarily change its volume if the density remains constant. However, if the density of the object changes as a result of the increase in mass, then the volume would also change.
How does increasing the volume of an object affect its density if the mass of an object remains the same?
i dont understand
What hapens to the density if both the volume and mass are doubled?
If you double the volume of a sample ... scoop up twice as much of it ... the mass of the sample always doubles. But the density of the substance doesn't change. Think about it: The density of some water out of my dog's water bowl is the same as the density of some water out of Lake Michigan.
Does an object's mass affect its density?
Yes, an object's density is directly affected by its mass. Density is calculated as mass divided by volume, so if the mass of an object increases while its volume remains the same, its density will also increase.
