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Sequences 5: Golden Rectangles

Constructing Golden Rectangles from squares, and finding the Golden Ratio.  
 

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antihero1980 (3 weeks ago) Show Hide
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you are supposed to use a compass when you drop it down.
you would put one side of the compass to the mid point on one of the sides and the other side of the compass to the corner of the square.
follow the diagonal line.
HaoProductions3 (1 month ago) Show Hide
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i dont understand the part where he drops the rounded part from the top right vertex of the square. Arent you supposed to measure it? Is it supposed to the circle from the midpoint of the base of the square?
SinistralEbb (1 month ago) Show Hide
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He didn't explain clearly enough. He assumes the individual watching has knowledge of the Pythagorean Theorem: In a right triangle, the square of the longest side is equal to the sum of the squares of the smaller sides, so square root of 5 squared is equal to 1 squared plus 2 squared.
ajckiller (2 months ago) Show Hide
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(1² = 1) + (2² = 4) = square root of 5
TuPP3 (1 month ago) Show Hide
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You are stating false equation there
1+4=5 ≠ √5

Correctly: (X is the yet unknown hypotenuse)
1² + 2² = X²
X²=5 | √
X=√5
novatodeguitarra (2 weeks ago) Show Hide
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please tell me how do you type the square root the non equal and the square symbols thanks
TuPP3 (2 weeks ago) Show Hide
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I just copied and pasted them from special characters list (type in google "special characters")

Or you can press ALT down and then type sequence in numpad, like ALT+253=²
Find out those sequences on web.
pockmarkedbuttocks (2 months ago) Show Hide
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poopyshart! just kidding. I was hoping to here about the chambered nautilus....
fulltimepassgiri (2 months ago) Show Hide
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Thanks for the awesome and clean explanation.
fulltimepassgiri (2 months ago) Show Hide
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lol awesome comment!!!

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