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Can Angles Be Assigned Dimension in Scientific Calculations?
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[QUOTE="haruspex, post: 6384601, member: 334404"] You might find this interesting: [URL]https://www.physicsforums.com/insights/can-angles-assigned-dimension/[/URL]. The bottom line is that rad[SUP]2[/SUP] is certainly dimensionless, but if you find you are adding terms that have a mix of radians to an even power and radians to an odd power then you have very likely gone wrong. E.g. energy, ##ML^2T^{-2}##, cannot equal angular momentum, ##ML^2T^{-2}\Omega##, where ##\Omega## represents the 'angular' dimension. [/QUOTE]
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Can Angles Be Assigned Dimension in Scientific Calculations?
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