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In high school terms we can show that time is a scalar quantity by looking at the 2 types of quantities we use in physics, scalar and vector. Scalars have just a quantity whilst vectors have both a quantity and a direction. Since time only moves in one direction (from past to future) it isn't necessary to use a vector to describe it since the direction is always the same. All we need to know is how much time we are talking about, not which way it is going.

I'm not sure that this can be "proved" in a scientifically rigorous way even within Newtonian mechanics and in General Relativity it becomes the 4th dimensional in a 4D vector along with the 3 standard Cartesian spatial dimensions.

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15y ago
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12y ago

It goes only in one dimension. A "vector" is used when there are several dimensions, as in space.

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Q: How can you prove time is a scalar quantity?
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