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Scalar & Vector Classification - Vector Algebra Video Lecture - Class 12

FAQs on Scalar & Vector Classification - Vector Algebra Video Lecture - Class 12

1. What is the difference between scalar and vector quantities?
Ans. Scalar quantities are physical quantities that only have magnitude, such as temperature or mass. Vector quantities, on the other hand, have both magnitude and direction, like velocity or force.
2. Can a scalar quantity be negative?
Ans. Yes, a scalar quantity can be negative. Scalar quantities are not restricted to positive values and can have negative values, such as negative temperatures or negative distances.
3. How are vector quantities represented mathematically?
Ans. Vector quantities are typically represented by boldface letters or by using an arrow above the letter. For example, a vector quantity like velocity can be represented as v or as 𝐯→ .
4. What is vector addition and subtraction?
Ans. Vector addition is the process of combining two or more vectors to obtain a resultant vector. It is done by adding the corresponding components of the vectors. Vector subtraction is similar, but instead of adding, we subtract the components of one vector from the components of another vector.
5. Can scalar quantities be added or subtracted from vector quantities?
Ans. No, scalar quantities cannot be added or subtracted from vector quantities directly. Scalar quantities have only magnitude, whereas vector quantities have both magnitude and direction. Adding or subtracting them would not make physical sense.
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