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Here's a cool pattern: If we divide the first n positive odd numbers by the next n positive odd numbers, we will always get 1/3. Here's why this makes sense.

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Howie Hua

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15,777 просмотров • 1 месяц назад •via X (Twitter)

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Fun math fact: If you divide the first n positive odd numbers by the next n odd numbers, you will ALWAYS get 1/3. Here's why! (With a visual included!)
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Fun math fact: If you divide the first n positive odd numbers by the next n odd numbers, you will ALWAYS get 1/3. Here's why! (With a visual included!)

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🔴⚪️ Atletico Madrid fun cognitive activation setup 🧠😂 A few brains still loading in this clip ➡️ One line = even numbers ⬅️ Other line = odd numbers ➗ Example: 6 − 3 🏃‍♂️ Answer = 3 → sprint to the odd line 📲 Join the Keepitonthedeck Coaching Hub 📚 Get instant access to 1000s more sessions:
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🔴⚪️ Atletico Madrid fun cognitive activation setup 🧠😂 A few brains still loading in this clip ➡️ One line = even numbers ⬅️ Other line = odd numbers ➗ Example: 6 − 3 🏃‍♂️ Answer = 3 → sprint to the odd line 📲 Join the Keepitonthedeck Coaching Hub 📚 Get instant access to 1000s more sessions:

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Here's a cool math fact: If we can go up a set of stairs at one or two steps at a time, the number of different ways we can go up those stairs will always be a Fibonacci number! Here's why:
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Should We Believe The Reports The Canadian Government Agencies Shovel Out? Jobs Numbers? Inflation Numbers? Economic Growth Numbers? Because often they seem to be the opposite of our lived experience I get I am sorta a Doom Scroller & don't want to be wrong But it's odd 2/
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Here's a nice "proof without words": The sum of the squares of several positive values can never be bigger than the square of their sum. This picture helps make sense of how ℓ₁ and ℓ₂ norms regularize and sparsify solutions (resp.). [1/n]
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