It's π Day! It's π Day! Yeaaahhhh!!! 🥳

Did you know that when you view 3.14 in a mirror:...

Lovely way of putting it, though you lost me for while with 3/14 until I twigged first the American way of writing a date in numbers: month/day/year, not day/month/year as in Britain; then to replace the solidus with a decimal point..

By the British date system, Pi Day would be 22nd of July!

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Maybe the number we call by that dear little Greek letter is the Lord's little joke!. As a number though it crops up all over the place too, of course, as well as circles, cylinders and spheres; particularly in electrical and acoustics calculations - they are also very friendly with sines, cosines and logarithms.
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There is a purely co-incidental but rather neat practical trick to calculating an area of a circle to 4 decimal places when you are given the diameter not radius.

Area = πR^2 = (πD^2)/4 = 0.7854D^2.

Now look at a numerical (calculator) keypad...

Happy PI day

Euler's identity is so beautiful it may end up being my first tattoo.

Yet no mention of e-day! 2/7! 😞

[quote]Whip out your TI-87 calculator this e-Day, February 7, and spot the little button that bolsters logarithmic and exponential functions on the daily. While you may not be too familiar with e, you’re surely acquainted with its more famous cousin, pi. Just like pi, e is an inexplicably recurring number in the world of mathematics. It has a never-ending chain of decimal points, the beginning of which is 2.718281828, and on and on it goes. This holiday is celebrated on 2/7 for the obvious reason that the date holds the same digits as e rounded to the nearest tenth.
History of e-Day

This complex algebraic riddle has been toyed with for over 400 years but has only fully been understood and defined for about 300. It first appeared in 1618 as a vague reference in the papers of Scottish mathematician John Napier. In a roundabout way, Napier hinted at the potential for a recurring constant by sharing a number of logarithms that he had solved using the number yet, infuriating many of his readers, he did not share the number itself.

Later, in 1683, Jacob Bernoulli was officially credited for unveiling the analytical gem when he attempted to find the answer to a generic logarithmic expression, the answer to which was — you guessed it — e. For a brief time, followers of Bernoulli obscurely named the number b in their frequent correspondence. That was until Leonhard Euler ascribed the first letter of his surname to the constant and definitively named it the base of all logarithmic expressions in 1731. To this day, the constant is called e in remembrance of Euler.

While e-Day cannot be traced back to any particular calculus enthusiast and we aren’t quite sure how long it’s been celebrated, we can understand the logic behind assigning this weight-bearing numeral to its digit twin. In 2018, a University of Portland student realized that the numeric date was 2/7/18, which also happens to be the first four digits of the beloved constant. Analytical minds all over the world were smugly pleased by this observation and constant e was perhaps more celebrated than ever before as many math-inclined minds discussed the coincidental alignment of such a calendar match-up. If you too want to join the fraternity of mathematicians, head to Scholaroo for a list of mathematics scholarships.

e-Day timeline

1618 Beating Around the Bush

While working with logarithms and exponents at the height of his career, John Napier unwittingly uses constant e to solve a series of equations.

1683 Meeting of Chance

While calculating a problem about continuous interest, Jacob Bernoulli discovers the recurring numerical constant 2.7182818, or e.

1731 Line in the Sand

After much back and forth for over a century, Leonhard Euler names e the basis for all logarithmic functions.

2018 Numeric Irony

Sending many math majors into a tizzy, Aziz Inan of the University of Portland recognizes a ‘double consecutive e-day’ on 2/7/18.[/quote]

Happy π day. Also known as cake day to me!

A worthy day to celebrate!

Yet π is constantly changing in it's infinite number of digits. Figure out the last digit of π! 🙃

Only thing more changing is change itself. Change changes like the second derivative of all infinite functions. Including π!

I remember this as the day that celebrated the birth of Einstein and the passing of a particular fellow that was afraid of AI!
I hope you feasted on a delectable and unresolved pie Helen!

But it's 14/3 🤔

Happy Pi Day!

Exception made of the 4th poin that is a bit problematic......agree.

Informative post.

I'll have apple!

I got pecan.

Wish me luck. I'm going to look for pie that is low enough carb should be a dessert on Taco Tuesday.