Interesting… The two triangles and the gate can form a pyramid of some sort. I wonder how the graph of the area of the triangular pyramid as the sun moves from sunrise to sunset and back. Would there be a break in the graph?
Ahmed Gouda
· December 14, 2010 at 5:04 pm
The Crack in the sidewalk and the wall can make two similar triangles, or if you imagine it to be a plane a similar Triangular pyramid. This feels like an average “rate at which the volume changes if…” question.
A lovely arrangement from inside Hallgrímskirkja, in Reykjavik. Sunlight passing through the congruent window on the opposite side of the church creates what looks like a translation. I wonder if there’s a time of year Read more…
I wrote a column for Quanta Magazine on the recently discovered “hat tile”, the first ever aperiodic monotile! Have you ever admired how the slats of a hardwood floor fit together so cleanly, or how Read more…
3 Comments
Alan · December 13, 2010 at 7:50 pm
Interesting… The two triangles and the gate can form a pyramid of some sort. I wonder how the graph of the area of the triangular pyramid as the sun moves from sunrise to sunset and back. Would there be a break in the graph?
Ahmed Gouda · December 14, 2010 at 5:04 pm
The Crack in the sidewalk and the wall can make two similar triangles, or if you imagine it to be a plane a similar Triangular pyramid. This feels like an average “rate at which the volume changes if…” question.
Milagrios Metivier · May 28, 2011 at 10:56 pm
Excelent optical view! El sol refleja la sombra en forma de triangulos formada por los hierros.
So good!! 😀
Att:
Chemical E! STUDENT!!