Pi Power Rule and the Rule of Angular Powers

Sydney Matinga
Feb 6
1 min read

Updated: Feb 6

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( Pi rad ) ^ n ~ Pi rad

Conservation of information suggest that the other n - 1 dimensions of Pi respond with the scalar (Pi) change. In that case the scalar is a constant. If the scalar was any other angle, θ, then the expression would be:

( θ rad ) ^ n ~ θ rad

The expression which we will perform classical calculations with is the second expression in rad or rad ^ 1. In product calculations the same change in dimensions must match the change in dimensions being observed of angle.

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