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deda
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How much chewing gums you get by adding one to another?
deda said:How much chewing gums you get by adding one to another?
How much chewing gums you get by adding one to another?
BookWorm said:I will awnser that question if you, or anyone, can give me 1/2 of a piece of chalk.
why does a full stick of chalk break into PI pieces when dropped?
BookWorm said:What do you mean by a full stick of chalk? They come in so many different sizes.
chroot said:Man, I've never seen Michael quite this excited before!
- Warren
SO DOES CHEWING GUM! THAT'S THE ANSWER!
Perhaps, in view of the question which inspired this question, I should have said "new" or "unused".BookWorm said:What do you mean by a full stick of chalk? They come in so many different sizes.
Well, let's take a look here...:deda said: How much chewing gums you get by adding one to another?
There are two ways of doing the addition:Shahil said:Doesn't matt grime's post bring up an interesting topic? Does the chewing gum problem mean that there exists another branch of mathematics hich WILL solve the two pieces uh...riddle?
Not sure but it may prove that Π =1Michael D. Sewell said:Sorry, I must have lost it there. OK, I'm back to lamron now. LOL OK Integral, why?
-Mike
Integral said:Not sure but it may prove that Π =1
deda said:The question is probably old as phylosophy itself but still few are those that know the corect answer QUOTE]
What is the correct awnser?
JasonRox said:The whole chalk talk is from Isaac Asimov.
The book is Asimov on Numbers - Isaac Asimov.
He talk abouts a professor who says Mathematicians are maniacs of some sort, and he goes off to finish his case against the angry professor.
deda said:What made me post this thread is Newton's way of equalizing force - mass ratio with angular and linear acceleration at the same time despite the fact that the last have different qualities - units. Newton cannot make a difference between degrees and meters.
The phrase "one and one makes two" is believed to have originated from ancient Greek philosopher Pythagoras, who used it to explain the concept of mathematical addition.
Yes, in mathematics, the statement "one and one makes two" is considered to be universally true in the context of addition. However, in other fields such as philosophy and linguistics, it may have different interpretations.
Yes, the concept of addition is a fundamental mathematical principle that has been proven through various mathematical theories and equations. Additionally, it can also be demonstrated through physical objects, such as combining one apple with another apple to make two apples.
In the context of mathematics, there are no exceptions to the rule "one and one makes two" in terms of addition. However, in other fields, there may be exceptions depending on the context and interpretation of the phrase.
The phrase "one and one makes two" is relevant in science as it represents the concept of addition, which is a fundamental principle in many scientific disciplines. It is used to explain the combination of elements or quantities to form a new, larger quantity, which is essential in various scientific experiments and calculations.