Magnitude and direction are related in vector quantities. The magnitude represents the size of the vector, while the direction indicates the orientation of the vector in space. In a 2D plane, direction can be specified by an angle relative to a reference axis, while in 3D space, direction can be defined by using angles or unit vectors along the coordinate axes.
When the cardboard is at rest, the magnitudes of the pair of forces acting on it are equal in order to maintain equilibrium. The direction of the forces is opposite, with one force pushing in one direction and the other force pushing in the opposite direction, creating a balanced system.
When the cardboard is at rest, the magnitudes of the pair of forces acting on it are equal. These forces form an action-reaction pair, with one force pushing or pulling in one direction, and the other force of equal magnitude pushing or pulling in the opposite direction.
When an object is at rest, the magnitudes of the pair of forces acting on it are equal but opposite in direction. This is in line with Newton's first law of motion, which states that an object at rest will remain at rest unless acted upon by an external force.
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The magnitudes of momenta are equal since momentum is a vector quantity, determined by both magnitude and direction. If the direction of the momenta are different, the magnitudes will depend on the angle between them.
When the cardboard is at rest, the magnitudes of the pair of forces acting on it are equal in order to maintain equilibrium. The direction of the forces is opposite, with one force pushing in one direction and the other force pushing in the opposite direction, creating a balanced system.
When the cardboard is at rest, the magnitudes of the pair of forces acting on it are equal. These forces form an action-reaction pair, with one force pushing or pulling in one direction, and the other force of equal magnitude pushing or pulling in the opposite direction.
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When an object is at rest, the magnitudes of the pair of forces acting on it are equal but opposite in direction. This is in line with Newton's first law of motion, which states that an object at rest will remain at rest unless acted upon by an external force.
The magnitudes of momenta are equal since momentum is a vector quantity, determined by both magnitude and direction. If the direction of the momenta are different, the magnitudes will depend on the angle between them.
Temperature, time, and density could not be vector magnitudes as they do not have a direction associated with them. Vector magnitudes represent quantities that have both a size and a direction, such as velocity or force.
No.
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when the vectors have the same direction
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When the cardboard is at rest, the magnitudes of the pair of forces acting on it are equal but in opposite directions. This is known as Newton's third law of motion, which states that for every action force there is an equal and opposite reaction force.