Well, it is March 14th…
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Help me out - who are we looking at here?
The whole reason we call them illegal aliens is because they’re subject to our laws.
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@jon-nyc said in Well, it is March 14th…:
Help me out - who are we looking at here?
Drew Barrymore getting on her knees for some dude named Dylan Mulvaney… https://www.tiktok.com/@dylanmulvaney/video/7156708652110449962
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It is time to celebrate the many wonderful things that this day represents. March 14th is a day that brings joy and happiness to people all over the world. From Pi Day to International Day of Action for Rivers, there are many reasons to celebrate and cherish this special day.
One of the most significant reasons to celebrate March 14th is Pi Day. Pi is a mathematical constant that represents the ratio of the circumference of a circle to its diameter. It is a number that has fascinated mathematicians and scientists for centuries, and it is celebrated each year on March 14th (3/14), which corresponds to the first three digits of Pi. Pi Day is a time for us to reflect on the wonder and beauty of mathematics, and to appreciate the many ways in which it shapes our world.
Another reason to celebrate March 14th is International Day of Action for Rivers. This day is a time for us to reflect on the importance of our planet's rivers and waterways, and to take action to protect them. Our rivers are essential for the health and wellbeing of our planet, and they provide critical resources for people and wildlife alike. On this day, we can come together to raise awareness about the importance of preserving and protecting our rivers, and to take steps to ensure their long-term health and vitality.
In addition to Pi Day and International Day of Action for Rivers, March 14th is also a time to celebrate the arrival of spring. As the winter months come to a close, we can look forward to the warmer weather, longer days, and the renewal of life that spring brings. It is a time for us to celebrate the beauty and wonder of nature, and to appreciate all of the wonderful things that life has to offer.
So, my dear friends, let us come together on March 14th to celebrate all of the amazing things that this day represents. Let us take a moment to appreciate the beauty of mathematics, the importance of our planet's rivers, and the wonder of spring. May this day be filled with joy, happiness, and gratitude, and may we all continue to cherish the many blessings that life has to offer.
Happy March 14th!
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@jon-nyc said in Well, it is March 14th…:
Help me out - who are we looking at here?
Here’s the guy Drew was kneeling for.
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Because I had to
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Link to video -
https://www.wired.com/story/you-can-approximate-pi-by-dropping-needles-on-the-floor/
This is probably for @horace or @kalus
Pi is an infinitely long decimal number that never repeats. How do we know? Well, humans have calculated it to 314 trillion decimal places and didn’t reach the end. At that point, I’m inclined to accept it. I mean, NASA uses only the first 15 decimal places for navigating spacecraft, and that’s more than enough for earthly applications.
The coolest thing, for me, is that there are many ways to approximate that value, which I’ve written about in the past. For instance, you can do it by oscillating a mass on a spring. But maybe the craziest method of all was proven in 1777 by George Louis Leclerc, Comte de Buffon.
Decades earlier, Buffon had posed this as a probability question in geometry: Imagine you have a floor with parallel lines separated by a distance d. Onto this floor, you drop a bunch of needles with length L. What is the probability that a needle will cross one of the parallel lines?
and
But you don’t have to do any calculus. Instead, just drop a bunch of needles, count the number of crossings, and divide by the total number of needles. This ratio should be close to the probability of crossing (2/π). We can use this to find the value of pi. Some fools have actually dropped needles on their floor, but I'm just going to do a random-number simulation with Python. Here's what it looks like with 100 needles:
In this simulation, 66 of the 100 needles crossed a line (you can count ’em). Using this number, we get a value of pi at 3.0303—which is not 3.14—but it's not terrible for just 100 needles. With 30,000 needles, you might be accurate to six decimal places.
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