YATAQi
Region: US
Saturday 04 April 2026 16:50:41 GMT
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🦕 :
The area is composed of three quarter circles and two right isosceles triangles. 1/4pi + 1/4pi + 1/2pi + 1/2 + 1/2 = pi + 1
2026-04-04 20:26:53
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martinp.v4 :
2LemonPi^2
2026-04-04 17:20:55
5
JeffK :
If the square is 1 unit, the left and right pieces are quarter-circles with radius 1, while the center is a quarter-circle with radius sqrt(2) and two triangles that are each half of the square. Total area: (2+sqrt(2))pi / 4 + 1 ≈ 3.681517
2026-04-05 23:44:02
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Bofin :
If the side length of the square is L, then the traced area is (π+1)L^2
2026-04-06 15:09:13
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mesao :
there are three quarter circles, therefore 1) πl²/4 2) ?² = l² + l² ? = l√2 2πl²/4 3) πl²/4 4) πl²/4 + πl²/4 + 2πl²/4 = 4πl²/4 = πl²
2026-04-06 12:35:40
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Apron :
1/4*pi*a^2 + 1/4*pi* 2(a^2) = 3/4 pi a^2 ?
2026-04-04 17:48:55
1
Hollywood GP :
L^2 x (5π+2)/2
2026-04-06 02:20:42
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JHuPiTer :
¼pi(L²)+¼pi(L²+L²)+¼pi(L²)+L²= ¼pi(4L²)+L²=pi(L²)+L²=(pi+1)L²
2026-04-05 18:17:40
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abdelrahmanfrg :
L^2 (1+(3pi/4))
2026-04-04 19:12:26
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Joe D :
1/2 pi L^2 +1/4 pi (sqrt (2) L)^2 = pi L^2
2026-04-07 06:17:10
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Bentley :
A = (π+1)L^2
2026-04-04 21:11:27
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Tommy :
l²(1+π)
2026-04-17 10:25:42
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Aleph :
just write the dynamical system as a function of t, x,y= coordinate of point @ rotation matrix + velocity, and link theta to the rotation of each corner of the square, split into functions, integrate piecewise probably
2026-04-04 17:51:58
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ur mom :
π-2((π/4)-½)+π/2 = π + 1
2026-04-05 06:54:45
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SangerRainsford :
I did it by hand: A = (3π/4) L^2
2026-04-04 20:22:45
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ignorancia de la tierra :
El área del ♦ rombos?🤔
2026-04-12 15:26:25
0
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