because of riches
The Axis is the second vertebra in your spinal column right at the top.
longitudinal axis: An axis along the lengthwise direction of the figure or body, usually passing through its center of gravity.
The axis just defines their rotation. It is relative to spin, so if a body does not spin, it has no axis. Kind of an imaginary line, like the equator. It is used for reference. Also an object that is not round and symmetrical and has a length and a width can also be referenced by these dimensions. The Longitudinal axis is usually an axis through the longest dimension of the body.
An axis of rotation is the axis around which any body rotates, or the line joining the North Pole and the South Pole about which the planet Earth rotates on a daily basis.
dehydration and muscle loss
Parallel
This is known as parallel axes theorem. Statement: If IG be the moment of inertia of a body of mass M about an axis passing through its centre of gravity, then MI (I) of the same body about a parallel axis at a distance 'a' from the previous axis will be given as I = IG + M a2
rotator.
Rectus
The long axis of the image receptor (film) runs parallel with the long axis of your body. In other words, the line that measures the length of the image receptor will run parallel to the line that measures the length of the body.
the moment of inertia of a body about a given axis is equal to the sum of its moment of inertia about a parallel axis passing through its centre of mass and the product of its mass and square of perpendicular distance between two axis Iz=Ix+Iy
As the body is at rest, its distance from some point is not changing, so the graph will be a straight line parallel to the time axis (including the possibility of being on the time axis).
rotation
y=-2.5 is parallel to the x axis. The equation of the x axis is y=0
Any line with the equation [ x = any number ] is parallel to the y-axis.
rotation
The slope (or gradient) if the line is parallel to the y-axis, is infinite. If it's parallel to the x-axis the slope is zero.