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Finding symmetries both geometrically and analytically. PLEASE HELP!!! |
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| Apr1-11, 02:32 PM | #1 |
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Finding symmetries both geometrically and analytically. PLEASE HELP!!!
I have found this question and not sure where to begin in terms of solving it. PLEASE HELP!!
Consider a double square pyramid . Introduce a coordinate P system so that the vertices of P are: A=(2,0,0) B=(0,2,0) C=(-2,0,0) D=(0,-2,0) E=(0,0,1) F=(0,0,-1) List the symmetries of P. Do this both geometrically and analytically. |
| Apr1-11, 04:31 PM | #2 |
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You can start by sketching the figure. Now, what symmetries can you see in the figure?
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| Apr2-11, 10:25 AM | #3 |
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I tried drawing it out, but I just have a lot of trouble with 3D shapes. I have trouble drawing figures with 3 coordinates (x,y,z).
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| Apr2-11, 10:46 AM | #4 |
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Finding symmetries both geometrically and analytically. PLEASE HELP!!!
I would assume there would some kind of rotation with cycle 3, being that it is a pyramid.
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| Apr6-11, 09:17 AM | #5 |
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Recognitions:
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normally, there would be. but the vertices at E and F being at (0,0,1) and (0,0,-1) preclude those symmetries.
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| abstract, algebra, coordinate, pyramid, symmetry |
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