Power and value assignment puzzle

AI Thread Summary
The discussion revolves around a cryptarithm puzzle where participants must substitute capital letters (T, A, U, B, E) with different digits (0-9) to satisfy the equation (TAU).BETA, which, when rounded, equals a two-digit integer representation of PI. The goal is to minimize the absolute difference between (TAU).BETA and the actual value of PI, while ensuring that T, B, and P are nonzero digits. Clarification is provided that in this context, PI refers to a two-digit positive integer, not the mathematical constant π. The discussion also touches on the definition of a cryptarithm, emphasizing the rules governing such puzzles.
K Sengupta
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Substitute each capital letter in bold by a different digit from 0 to 9, such that (TAU).BETA when rounded off to the nearest integer is equal to PI, and the absolute difference of (TAU).BETA and PI is the minimum. Each of T, B and P is nonzero.
 
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K Sengupta said:
Substitute each capital letter in bold by a different digit from 0 to 9, such that (TAU).BETA when rounded off to the nearest integer is equal to PI, and the absolute difference of (TAU).BETA and PI is the minimum. Each of T, B and P is nonzero.

I underlined a little of your post there...
Do you mean PI as in π, the ratio of a circle's circumference to it's diameter?

If so since when is Pi an integer? Is that the puzzle here?
 
i.neu said:
Do you mean PI as in π,...

In the current puzzle, PI is a two digit positive integer in consonance with the requisite substitution in conformity with cryptarithmetic rules and does not have any connection with п.

The relevant definition of a cryptarithm is given here.
 
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