If the coordinate system is "inertial" (stationary, or moving in a straight line at a constant speed without rotation), then the motion will be the same as in any other inertial system, and Newton's laws of motion apply. If the coordinate system is not inertial (e.g. if it's rotating, or moving in circular path, or accelerating in a straight line), then Newton's laws of motion will not apply if the motion is calculated in the non-inertial frame. For example, if you are sitting at a table in a room that is slowly rotating, and roll a ball across the table, it will appear to move in a curved line across the table. But if you were looking from a stationary point above the room, you would see that the ball rolled in a straight line, and the table was moving under it.
Stationary reference points are chosen to determine an object's motion because they provide a frame of reference that is not moving and can be used as a benchmark for measuring the object's motion relative to it. This helps in accurately defining the object's position, speed, and direction of motion.
Yes, in certain coordinate systems, it is possible to have a negative value for the time interval of an object in motion. This can occur, for example, when using spacetime diagrams in special relativity where different observers may have different perspectives on the direction of time.
Changing from one coordinate system to another to describe the motion of an object. It involves adjusting the perspective from which observations are made in order to simplify or analyze the motion of an object more easily.
A circular motion diagram is important for understanding how an object moves in a circular path. It helps visualize the direction and magnitude of the object's velocity and acceleration at different points in the motion. This diagram is crucial for analyzing the forces acting on the object and predicting its behavior in circular motion.
In physics and motion, the velocity v in is important because it represents the speed and direction of an object's movement. It helps us understand how fast an object is moving and in which direction, which is crucial for analyzing and predicting the object's motion.
Stationary reference points are chosen to determine an object's motion because they provide a frame of reference that is not moving and can be used as a benchmark for measuring the object's motion relative to it. This helps in accurately defining the object's position, speed, and direction of motion.
Yes, in certain coordinate systems, it is possible to have a negative value for the time interval of an object in motion. This can occur, for example, when using spacetime diagrams in special relativity where different observers may have different perspectives on the direction of time.
Changing from one coordinate system to another to describe the motion of an object. It involves adjusting the perspective from which observations are made in order to simplify or analyze the motion of an object more easily.
Mobilize means to make something able to move. It also can mean to put an object into motion, or to assemble something and coordinate it, then putting it into motion.
motion of any object in Cartesian coordinate system along x, y, z direction by that same time. eg. flying of bird
A circular motion diagram is important for understanding how an object moves in a circular path. It helps visualize the direction and magnitude of the object's velocity and acceleration at different points in the motion. This diagram is crucial for analyzing the forces acting on the object and predicting its behavior in circular motion.
In physics and motion, the velocity v in is important because it represents the speed and direction of an object's movement. It helps us understand how fast an object is moving and in which direction, which is crucial for analyzing and predicting the object's motion.
Horizontal motion refers to the movement of an object parallel to the ground in a left-right or right-left direction. This type of motion is independent of vertical motion and is often influenced by factors such as initial velocity, air resistance, and external forces.
A reference point is a fixed location used to determine other positions. It can be a stationary object, a set of coordinate axes, or a specific landmark.
A frame of reference is a coordinate system that defines the position and motion of an object. It is used to describe the motion of an object relative to another point or observer. Different frames of reference can result in different observations of the same event.
it depends on the reference points, that is form where the object is viewed...when sun is viewed form earth, it moving...but earth is also moving...when the rotation of the earth is stopped, then the sun is at a constant position...thereforean object position relative to another object is changingonly when the reference point changes..
The affine parameter is important in spacetime trajectories because it helps measure the proper time experienced by an object moving through spacetime. It allows for a consistent way to track the path of an object regardless of the coordinate system used, making it a valuable tool in understanding the motion of objects in curved spacetime.