How can we know that whether the quantity is vector or scalar? As we know that vector quantities have both magnitude & direction , & scalar only magnitude.
Fundamentally, the definition of a quantity will contain this information. For instance, velocity is a vector. Speed, the magnitude of velocity, is a scalar.
plus vector quantities are usually supported with a vector sign and with help of formula one can predict wether its a vector or not E.G.: \[velocity = displacement \div time\] since displacement is vector, so, velocity should also be a vector hope that this helped
check whether while measuring that quantity we need to specify the direction or not. for e.g. when we say that this body has this much of mass then we cannot say that this mass is x in north direction or any other direction. I hope u could understand
Vector: velocity, accelaration, force, displacement Scalar: work, speed, distance And, imagine that you are multiplying vectors by vectors. if it's cross product the answer becomes vector, and when it's dot product the answer is scalar. When you're multiplying scalars by scalars, it's a scalar. When you're multiplying vectors by scalars it's a vector.
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