Theorem
Undefined
They don't have a name.
log10 0 is actually undefined. Think about it like this: If loba b = y then we know that ay = b This means that log10 0 = y translates to 10y = 0 But as you know, 10y is always greater than zero. Therefore 10y = 0 is undefined. Therefore log10 0 = y is undefined.
Undefined: You cannot divide by zero
Squirt from Finding Nemo is a boy.
Definitions, postulates, and undefined terms
Postulates theorems definitions undefined terms
Undefined terms; assumptions (postulates); definitions; theorems and other conclusions
undefined terms theorem definitions postulates
There are Four building blocks of geometery. They are; theorems, postulates, definitions, and undefined terms. They are terms that prove statements in geometery. The undefined terms include a point, line and plane.
1. Undefined Terms 2. Definitions 3. Postulates 4. Conjectures 5. Theorems :)
An impossible statement. Perhaps conundrum, or better: paradox, contradiction. It could also be called 'undefined'.
0 = 12 is neither. It is a false statement.
undefined means you can not do the operation (5/0 is undefined) no solution refers to an equation not having an answer. a solution is a number which you can plug into the variable of an equation and get a true statement. So having no solution means there is no number which you can plug in and get a true statement. As a fraction is not an equation, but an expression it is not right to say that 5/0 has no solution. There is no variable in 5/0, nothing to plug into to get a true or false statement.
Mathematical operations involving undefined are not permitted. So the answer is undefined.
The Code Is Undefined The Code Is Undefined The Code Is Undefined The Code Is Undefined
They are undefined because they can't be described without using words that are themselves undefined. For example a point has no dimensions. It is a location, or position. But if you describe it that way you have to define location or position. You can't define backwards infinitely, so we accept the meanings of these things as intuitively clear without definitions because they are the building blocks of geometry and are needed to define much more complex terms.