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Who proved the angle between dimensions can only be 90 degrees?

Let x = the angle between dimensions. A cube is described in 3 dimensions, knowing x = 90 degrees. The same cube can be described in 7 dimensions when x = 45 degrees. The 2nd decription is more complex but it's still a cube. If an object can be described by any number of higher dimensions and the matching value of x then our universe is only 3 dimensional if x = 90 degrees. Who proved x can only ever equal 90 degrees? or have we presumed we live in a 3D universe simply because x = 90 degrees is mathematically and geometrically convienient?
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  • Asked by mbastion
  • on 2009-09-25 07:58:53
  • Member status
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Last edited on: 2009-09-25 08:01:51

Categories: Our universe.

Tags: Universe, angle, dimension, cube.

 

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 sandra says:

The theory pertains not to the higher dimensions of an angle's exuberance. but to the isoceles triangle in a set of rules that demonstrate the necessity of the exact replica through new constitution. 

The applied tandem to a set of rules demostrates graph x in a higher dimension to the orthogonal plane, using the syntax e=distribution plane, y=index, and a= pointing to area of max distribution...completing the arithmetic as the proficiency of the cube as: y/22.

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Tags: Universe, angle, dimension, cube, geometryspecificitymathsintegers.

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posted on 2009-09-26 02:27:54 | Report abuse

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