A quantity that has magnitude and direction is called

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Multiple Choice

A quantity that has magnitude and direction is called

Explanation:
A quantity with both magnitude and direction is a vector. Vectors carry how much there is (the magnitude) and which way it points (the direction). That combination is what distinguishes vectors from scalars, which have only magnitude (like mass or temperature). Direction by itself isn't a quantity with size, and magnitude alone lacks direction, so they don't fit. The concept here is recognizing that vectors describe quantities that require both size and orientation, such as velocity or force.

A quantity with both magnitude and direction is a vector. Vectors carry how much there is (the magnitude) and which way it points (the direction). That combination is what distinguishes vectors from scalars, which have only magnitude (like mass or temperature). Direction by itself isn't a quantity with size, and magnitude alone lacks direction, so they don't fit. The concept here is recognizing that vectors describe quantities that require both size and orientation, such as velocity or force.

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