Tau

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Tau (uppercase/lowercase Τ τ), is the letter of the Greek alphabet, used to represent the "t" sound in Ancient and Modern Greek. In the system of Greek numerals, it has a value of 300. Letters that came from it include the Roman T and Cyrillic Т.

Tau uc lc.svg
Greek alphabet
Αα Alpha Νν Nu
Ββ Beta Ξξ Xi
Γγ Gamma Οο Omicron
Δδ Delta Ππ Pi
Εε Epsilon Ρρ Rho
Ζζ Zeta Σσς Sigma
Ηη Eta Ττ Tau
Θθ Theta Υυ Upsilon
Ιι Iota Φφ Phi
Κκ Kappa Χχ Chi
Λλ Lambda Ψψ Psi
Μμ Mu Ωω Omega
Other letters
Ϝϝ Digamma Ⱶⱶ Heta
Ϻϻ San Ϙϙ Koppa
Ϡϡ Sampi Ϛϛ Stigma
Ϸϸ Sho

Other Uses[change | edit source]

Some people want to use Tau in place of Pi, the special number that comes from circles.[1] Tau would be equal to two times pi, or about 6.283.

These people want to use Tau because they think it would be easier for everyone to understand. There are many reasons in math why Tau could be useful or helpful. One of the simplest is that it would make learning about radians easier.

A radian is a way of measuring the angle of a circle. It says that the number of radians in an angle is equal to the length of the outside of the circle, or the 'Arc length', that is covered by an angle, divided by the Radius, or distance from the point in the center of a circle to anywhere on the outside. There is a picture down on the bottom right that shows this.

If the distance covered around the outside of a circle is equal to the radius, than one radian is being covered. Around the whole outside of a circle, there are about 6.283 radians - or, Tau radians (Tau is just a number, like 0, or 7, or 100).

The advantage of this is that if you turn one quarter of a circle, you will have turned Tau / 4 radians. If you turn one half of a circle, you have covered Tau / 2 radians. This just makes more sense. You can see a drawing of this in the bottom right of the page.

Not many people use Tau yet, but more and more are.[2]

Radian
Tau-angles

References[change | edit source]