Transcending Quantities Arising From The Circle

Sun, 08 Feb 2026 00:00:00 +0000

After logarithms and exponential quantities have been considered, circular arcs and the sines and cosines of these must be considered; not only because they constitute another kind of transcending quantity, but also because of the logarithms and exponentials of these that arise when they are involved with imaginary quantities, which will become clearer below.

Therefore we may put the radius of the circle or the whole sine to be and it is clear enough that the periphery of this circle cannot be expressed exactly in rational numbers; but by approximations the semi–circumference of this circle has been found to be

Recurring Series on Superphysics

Transcending Quantities Arising From The Circle