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∙ 8y agoThe center of gravity of an object is where its weight can be considered to act. For a meterstick, the center of gravity is affected by the distribution of its mass along its length. If the meterstick is not uniform in density or has additional mass attached, its center of gravity may not align exactly with the 0.05m mark.
No, the center of gravity of a meterstick is not always located at the 50-cm mark. The center of gravity of an object is the point where its weight is considered to act. For a uniform meterstick, the center of gravity will indeed be at the 50-cm mark because of its uniform density distribution, but if the density distribution is not uniform, the center of gravity could be located at a different point.
The center of gravity of a meter stick might not be exactly at the 0.50m mark due to variations in density or irregularities in shape. These differences can cause the center of gravity to shift slightly from the geometric center.
Perhaps the stick is not of equal thickness along its length.
An object's center of gravity always lies at the point where its weight can be considered to act. For a symmetrical object like a sphere, the center of gravity is at its geometric center. In irregularly shaped objects, the center of gravity may not necessarily be located at the geometric center.
The center of gravity of the meter stick depends on the distribution of its mass. If the mass is unevenly distributed along the meter stick, the center of gravity may not coincide exactly with the 0.50-m mark. It can be calculated by considering the mass and position of each segment along the stick.
No, the center of gravity of a meterstick is not always located at the 50-cm mark. The center of gravity of an object is the point where its weight is considered to act. For a uniform meterstick, the center of gravity will indeed be at the 50-cm mark because of its uniform density distribution, but if the density distribution is not uniform, the center of gravity could be located at a different point.
The center of gravity of a meter stick might not be exactly at the 0.50m mark due to variations in density or irregularities in shape. These differences can cause the center of gravity to shift slightly from the geometric center.
Perhaps the stick is not of equal thickness along its length.
non homogeneous material ?
An object's center of gravity always lies at the point where its weight can be considered to act. For a symmetrical object like a sphere, the center of gravity is at its geometric center. In irregularly shaped objects, the center of gravity may not necessarily be located at the geometric center.
The center of gravity of the meter stick depends on the distribution of its mass. If the mass is unevenly distributed along the meter stick, the center of gravity may not coincide exactly with the 0.50-m mark. It can be calculated by considering the mass and position of each segment along the stick.
Not necessarily, the place you land depends on how far you jump into the hole. Gravity won't pull you to the center, gravity only pulls things down and not sideways.
Not necessarily. The center of gravity is dependent on the distribution of mass within an object, so it may not always be in the exact center of an object made of like material. The shape and density of the object will influence the location of its center of gravity.
The center of gravity of the truck
It is not possible for the center of gravity to be at a point where there is no mass, as it is a weighted average that considers the distribution of mass within a body. If there is no mass at a point, it cannot contribute to the calculation of the center of gravity.
Every speck of mass throughout any solid body "has gravity", and attracts every other speck of mass. But when you're outside of the solid body, the gravitational effect of all those specks of mass is exactly as if all of its mass were located at its "center of mass" or "center of gravity". For a homogeneous spherical object, that point is the center of the sphere.
Two reasons: 1. Different distances from the Earth's center; 2. A "centrifugal force" that counteracts gravity in part.Two reasons: 1. Different distances from the Earth's center; 2. A "centrifugal force" that counteracts gravity in part.Two reasons: 1. Different distances from the Earth's center; 2. A "centrifugal force" that counteracts gravity in part.Two reasons: 1. Different distances from the Earth's center; 2. A "centrifugal force" that counteracts gravity in part.