The law of reciprocal proportion states that if a proportion is twice as large as another proportion, double the original proportion. This formula is important because it illustrates the idea that proportion is not the same as size, but the two are often used interchangeably.
I remember when I first saw this formula, it struck me that, as in many things in life, the two were actually different, at least conceptually. I was surprised to discover that the law of reciprocal proportion is actually based on the law of proportional proportion.
This law of proportion tells us that a thing that is twice as big is twice as large as the thing that is one half the size of the other thing. So if you have two apples, a half-apple is twice as big as a quarter-apple, and a quarter-apple is half the size of a half-apple, then you should double the original apple. This means that the two are actually the same size. In fact, I’ve never seen two apples the same size.
So we are looking at an isomorphic relationship, which means that the two objects have the same shape and size, but the two objects also have the same proportions. This is basically a law concerning the number of things that are the same size and the number of things that are the same shape.
And this is why I often get asked if I was a vegetarian for many years. In my opinion, no. I’m not vegetarian and I’m not a vegetarian because I’m lazy and I don’t want to do anything strenuous for my health. I’m not a vegetarian because I’m an idiot and I don’t want to be an idiot. And I’m not a vegetarian because I think there is a god who will punish me for my vegetarianism.
What’s good for the goose is good for the gander, so I like to say that the law of reciprocal proportion states that the bigger the amount of things that are the same size, the smaller the amount of things that are the same shape, and the smaller the amount of things that are the same size, the bigger the amount of things that are the same shape. The law of reciprocal proportion is a great concept to keep in mind when working on your website.
The law of reciprocal proportion is a lot like the law of identity that is mentioned in the previous section. Both laws say that the bigger the number of things that are the same size, the smaller the number of things that are the same shape, but the law of identity says that the bigger the number of things that are the same size, the bigger the amount of things that are the same shape, and the smaller the amount of things that are the same size.
The law of identity states that things that are the same size are more likely to have the same shape (like your head) and things that are the same shape are more likely to have the same size (like your fingers). The law of reciprocal proportion states that things that are the same size are more likely to have the same shape and things that are the same shape are more likely to have the same size.
The law of identity is fairly intuitive. If you have two identical things and you take one of them, it’s more likely that they are the same size. Likewise, if you have two identical things and you take one of them, it’s more likely that they are the same shape. If you have two identical things and both of them are the same size, you have two identical things and they are likely to be the same shape.
If you have two identical things and you take both of them, you have two identical things and each of them are likely to have the same size. If you have two identical things and each of them are the same shape and size, you have three identical things and they are likely to be the same shape. If you have two identical things and both of them are the same shape and size, you have four identical things and they are likely to be the same shape.
