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How to visually approximate square roots

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Howie Hua

100,713 subscribers

11,982 次观看 • 8 个月前 •via X (Twitter)

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7 条评论

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Vocal Ninja Quest8 个月前

You so happy and I love it. Never stop!!!

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Lithopithecus8 个月前

Gem.

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Vijay Karapurkar8 个月前

Excellent

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Bryan W. Lepore | anti alchemy8 个月前

Dude

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Alex Trench-Anod⚡️8 个月前

Can you approximate the square root of numbers by using their negative roots??

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isabel8 个月前

Nice improvement! Thank you very much!

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piñaughty8 个月前

I love that the square root of 69 is ate something

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Did you know that we can visually see why sqrt(40)=2sqrt(10)? Let's see how we can visualize rewriting square roots!
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Did you know that we can visually see why sqrt(40)=2sqrt(10)? Let's see how we can visualize rewriting square roots!

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How can we visually show why something like sqrt(90)=3sqrt(10)? Rewriting square roots can be seen visually! (I know the title doesn't sound appealing but I honestly really like the concept lol)
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Square roots hack! ✨
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If we think of a square root as the side length of a square, we can visually see why something like sqrt(40)=2sqrt(10). Here's how!
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If we think of a square root as the side length of a square, we can visually see why something like sqrt(40)=2sqrt(10). Here's how!

Howie Hua

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This is the simplest way to understand square roots… and somehow most of us were never taught it. Instead of just memorizing that the square root of 9 is 3 because “3 times 3 equals 9,” this guy shows it visually. He draws dots in the shape of a square and explains that the square root is simply the length of one side of that square. Why didn’t they teach it like this when we were in school? It makes so much more sense when you can actually see it. Would you have understood square roots better if they were taught this way?
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This is the simplest way to understand square roots… and somehow most of us were never taught it. Instead of just memorizing that the square root of 9 is 3 because “3 times 3 equals 9,” this guy shows it visually. He draws dots in the shape of a square and explains that the square root is simply the length of one side of that square. Why didn’t they teach it like this when we were in school? It makes so much more sense when you can actually see it. Would you have understood square roots better if they were taught this way?

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Interesting AF Did you know we can visualize rewriting square roots?
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ᴀʀᴛ ᴏꜰ ᴘʜʏꜱɪQᴜᴇ

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How is this visually unappealing
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"In my life now, what use is that?" Keith Hernandez, not a fan of square roots 😂
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