The stone moves in a straight line when released due to inertia. It continues in the direction it was moving at the instant of release because no additional forces act on it, demonstrating that an object in motion stays in motion in a straight line.
The stone moves in a straight line when released due to inertia. It continues in the direction it was moving at the instant of release because no additional forces act on it, demonstrating that an object in motion stays in motion in a straight line.
An athlete running along a hexagonal track changes direction six times. At each vertex of the hexagon, the athlete must make a turn to continue along the path, resulting in a total of six direction changes for one complete lap around the track.
An athlete running along a hexagonal track changes direction six times. At each vertex of the hexagon, the athlete must make a turn to continue along the path, resulting in a total of six direction changes for one complete lap around the track.
The stone’s tangential motion upon release indicates that its direction of motion was continuously changing while in circular motion. At each point on the circular path, the stone's velocity was directed tangentially, showing a constant change in direction throughout the motion.
The stone’s tangential motion upon release indicates that its direction of motion was continuously changing while in circular motion. At each point on the circular path, the stone’s velocity was directed tangentially, showing a constant change in direction throughout the motion.
As the number of sides of the track increases indefinitely, the shape of the track approaches that of a circle. Each additional side makes the track more closely resemble a smooth, continuous curve, eventually forming a circular path with an infinite number of sides.
As the number of sides of the track increases indefinitely, the shape of the track approaches that of a circle. Each additional side makes the track more closely resemble a smooth, continuous curve, eventually forming a circular path with an infinite number of sides.
As the number of sides of the track increases, the length of each side decreases. Each additional side becomes shorter, making the track resemble a smooth, continuous curve more closely, ultimately approaching the form of a circle with an infinite number of infinitesimally small sides.
As the number of sides of the track increases, the length of each side decreases. Each additional side becomes shorter, making the track resemble a smooth, continuous curve more closely, ultimately approaching the form of a circle with an infinite number of infinitesimally small sides.
Why does the stone move in a straight line when released?
The stone moves in a straight line when released due to inertia. It continues in the direction it was moving at the instant of release because no additional forces act on it, demonstrating that an object in motion stays in motion in a straight line.
The stone moves in a straight line when released due to inertia. It continues in the direction it was moving at the instant of release because no additional forces act on it, demonstrating that an object in motion stays in motion in a straight line.
See lessHow many times does the athlete change direction while running along a hexagonal track?
An athlete running along a hexagonal track changes direction six times. At each vertex of the hexagon, the athlete must make a turn to continue along the path, resulting in a total of six direction changes for one complete lap around the track.
An athlete running along a hexagonal track changes direction six times. At each vertex of the hexagon, the athlete must make a turn to continue along the path, resulting in a total of six direction changes for one complete lap around the track.
See lessWhat does the stone’s tangential motion upon release indicate about its direction of motion while in circular motion?
The stone’s tangential motion upon release indicates that its direction of motion was continuously changing while in circular motion. At each point on the circular path, the stone's velocity was directed tangentially, showing a constant change in direction throughout the motion.
The stone’s tangential motion upon release indicates that its direction of motion was continuously changing while in circular motion. At each point on the circular path, the stone’s velocity was directed tangentially, showing a constant change in direction throughout the motion.
See lessWhat shape does the track approach as the number of sides increases indefinitely?
As the number of sides of the track increases indefinitely, the shape of the track approaches that of a circle. Each additional side makes the track more closely resemble a smooth, continuous curve, eventually forming a circular path with an infinite number of sides.
As the number of sides of the track increases indefinitely, the shape of the track approaches that of a circle. Each additional side makes the track more closely resemble a smooth, continuous curve, eventually forming a circular path with an infinite number of sides.
See lessWhat happens to the length of each side of the track as the number of sides increases?
As the number of sides of the track increases, the length of each side decreases. Each additional side becomes shorter, making the track resemble a smooth, continuous curve more closely, ultimately approaching the form of a circle with an infinite number of infinitesimally small sides.
As the number of sides of the track increases, the length of each side decreases. Each additional side becomes shorter, making the track resemble a smooth, continuous curve more closely, ultimately approaching the form of a circle with an infinite number of infinitesimally small sides.
See less