Understanding the Difference Between Orthogonal and Orthomorphic

Orthogonal and orthomorphic are related concepts, but they have different meanings.

Orthogonal refers to two things that are perpendicular or at a right angle to each other. For example, the x and y axes in a coordinate plane are orthogonal because they are perpendicular to each other.

Orthomorphic, on the other hand, refers to something that is identical in shape or form, but not necessarily size. For example, a square and a rectangle are orthomorphic because they have the same shape, but the rectangle is larger than the square.

So, to summarize:

* Orthogonal refers to two things that are perpendicular to each other.
* Orthomorphic refers to two things that are identical in shape, but not necessarily size.

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