describe what is meant is by scalar and vector quantities?
I am sure you have heard of the word scale before, to scale something up and down.
yup
and you know the definition of a vector? It has two characteristic identities.
Scalars are quantities that are fully described by a magnitude (or numerical value) alone. Vectors are quantities that are fully described by both a magnitude and a direction. Check out this website: http://www.physicsclassroom.com/class/1dkin/u1l1b.cfm
You can easily derive that yourself by thinking about it like this, velocity is a vector, or acceleration is a vector, because we all don't only care about the number of it (high or low) but also about the direction. Imagine if I were telling you that I was running with 8 m/s (meters per second) you might consider that as impressive (Usain Bolt is a bit over 10 m/s), but if you ask for additional information and I would add that I was running that fast a steep down hill, it would be much less impressive. So in fact you care about both, direction and magnitude.
Now a scalar quantity is just a number, or as they say, described by magnitude. Mass is a good example for this, because if I tell you that I am weight this much, you don't care about a direction. Like my mass downwards on a stool and so on. (Neglecting special and general relativity here)
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