THE'OREM, n. [Gr. to see.] 1. In mathematics, a proposition which terminates in theory,and which considers the properties of things already made or done; or it is a speculative proposition deduced from several definitions compared together.A theorem is a proposition to be proved by a chain of reasoning. A theorem is something to be proved; a problem is something to be done.2. In algebra or analysis, it is sometimes used to denote a rule, particularly when that rule is expressed by symbols.A universal theorem, extends to any quantity without restriction. A particular theorem, extends only to a particular quantity. A negative theorem, expresses the impossibility of any assertion. A local theorem, is that which relates to a surface. A solid theorem, is that which considers a space terminated by a solid, that is, by any of the three conic sections. |
Why Donate?
Here are a number of reasons:
To indicate your approval.
To express your appreciation.
To help pay for website expenses and keep this website online.
Donate Using PayPal
If you have a major credit card (Visa, MasterCard, American Express) or a PayPal account, donating is easy. Just click the dollar amount below to donate:
Donations from Outside of the United States
We welcome donations from anywhere in the world and in any currency. PayPal accepts a number of international currencies.
Donations by Other Methods
If you wish to donate via direct bank deposit or mail a cheque or money order, please
email me
.
|
| Firefox Plugin |
| I | S |
 |
1828 Webster's |
Add Search To Your Site |
[ + ] |
|
|
|