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The missing word in the sentence is **"vector"**.

A **vector** is a measurement that has both size (magnitude) and direction and may be represented by an arrow. Vectors are commonly used in physics and mathematics to represent quantities like force, velocity, and displacement.

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Here are five related questions:
1. What is the difference between a vector and a scalar?
2. How do you calculate the magnitude of a vector in two dimensions?
3. What is the significance of the direction of a vector in physics?
4. How do you add two vectors geometrically?
5. Can vectors exist in more than two or three dimensions?

**Tip:** In vector operations, the direction of a vector is as important as its magnitude, especially when combining vectors in physics problems.

A _______ is a measurement that has both size and direction and may be represented by an arrow.

Explore the concept of vectors, which have both magnitude and direction. Learn how vectors are used in physics and mathematics, and discover the key formulas for calculating their magnitude and direction.

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