Physics, asked by nishchaymohar, 7 months ago

Can a quantity have constant value and be dimensionless ?
class 11

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Answered by tanishapaul1340

Answer:

All real numbers (and numeric tensors of higher order) are constant quantities whose dimension is the identity-dimension (i.e., the so-called 'dimensionless' or dimensionless-quantity). All constant quantites can be expressed as the product of some dimensionless quantity and a unit of measure.

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