I Why are fractions sometimes written as such: (A/B)/C?

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The notation (A/B)/C is often used in physics to emphasize the relationship between quantities, particularly when describing rates. This format highlights the change of a specific ratio, making it clearer in context. In contrast, writing it as A/(BC) may obscure the physical significance of the ratio being analyzed. The choice of notation can affect the clarity of the underlying concepts in discussions of rates. Understanding these distinctions is important for accurately interpreting physical relationships.
ItsTheSebbe
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In my physics courses I have seen this kind of notation several times now: $$ \frac {A/B} {C}$$

For instance:

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or
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To me it doesn't seem intuitive and ## \frac A {BC}## would seem like a neater way of writing it. Therefore I wonder if there's any specific reason to why people write it like this.
 
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Your examples have one thing in common: they describe a rate of a quantity. The quantities are normed, i.e. they are something per unit of something. The notation ##\frac{A/B}{C}## emphasizes what it is about, namely the change of a special ratio, whereas ##\frac{A}{BC}## disguises this physically important difference even if not wrong.
 
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