Why are some unit systems “dimensionless”, and others not?
Some ratios are dimensionless because the numerator and denominator are in the same dimension, so they cancel. for example, a P/E (price to earnings) ratio of a stock. The numerator & denominator are both in $ (or other currency).
Some ratios are dimensionless because the numerator and denominator are in the same dimension, so they cancel. for example, a P/E (price to earnings) ratio of a stock. The numerator & denominator are both in $ (or other currency).