Parallel Carry Property

Lecture






Theorem.

Parallel carry is movement.

Evidence.

Suppose there are two arbitrary points A (x1; y1) and B (x2; y2). Then, with parallel translation, we get the points A` (x1 + a; y2 + b) and B` (x2 + a; y2 + b).

Parallel Carry Property

As can be seen AB = A'B ', and therefore parallel transfer is a movement. The theorem is proved.

Comments

To leave a comment
If you have any suggestion, idea, thanks or comment, feel free to write. We really value feedback and are glad to hear your opinion.
To reply

Planometry

Terms: Planometry