Vectors that measure the distance from the starting point to its final destination are called **displacement vectors**.

A displacement vector represents the shortest path from the initial position to the final position and includes both the magnitude (distance) and direction. Unlike distance, which is a scalar quantity (only magnitude), displacement is a vector quantity because it specifies how far out of place an object is; it is the object's overall change in position.

For example, if an object moves from point A to point B, the displacement vector would be drawn from point A to point B, showing not only how far the object has moved but also in which direction. This is a fundamental concept in physics and vector mathematics, emphasizing the importance of directionality in motion.

Question

Vectors that measure the distance from the starting point to its final destination are called **displacement vectors**.

A displacement vector represents the shortest path from the initial position to the final position and includes both the magnitude (distance) and direction. Unlike distance, which is a scalar quantity (only magnitude), displacement is a vector quantity because it specifies how far out of place an object is; it is the object's overall change in position.

For example, if an object moves from point A to point B, the displacement vector would be drawn from point A to point B, showing not only how far the object has moved but also in which direction. This is a fundamental concept in physics and vector mathematics, emphasizing the importance of directionality in motion.

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Vectors that measure the distance from the starting point to its final destination are called **displacement vectors**.

A displacement vector represents the shortest path from the initial position to the final position and includes both the magnitude (distance) and direction. Unlike distance, which is a scalar quantity (only magnitude), displacement is a vector quantity because it specifies how far out of place an object is; it is the object's overall change in position.

For example, if an object moves from point A to point B, the displacement vector would be drawn from point A to point B, showing not only how far the object has moved but also in which direction. This is a fundamental concept in physics and vector mathematics, emphasizing the importance of directionality in motion.

_________ vectors measure the distance from the starting point to its final destination.

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_________ vectors measure the distance from the starting point to its final destination.

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