That number is 1428.57142857142857142857
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I am doing algebra and HOLY CRAP so much things are done in it that makes me FUME. Why does it feel like the mathematicians took what could have been a simple idea, and twist it until it seems like an absolute purgatory to answer. Like holy heck, there was no need to make it to where 12x23= 19a+4. Math is one of the only things that have made me want to beat myself up. Its gotten to the point of me wanting to throw my notebook at a wall and to the point of me genuinely wanting to pull my hair out. I just needed to vent here because nobody I know understands the anger it causes me. When I tell someone about it, they laugh and say i'm tripping or some other crud. My mind just can't comprehend the structure of some of these equations. Is it my dyslexia? Is it a teen thing? I have no freaking idea.
Can't we just search up a mathmetical term on wikipedia and write the stuff on it here, i mean, we can, + it's efficient, kinda
sqrt (1) = -1 because -1 x -1 =1. Which means that 3root (1) = i because sqrt (1) = -1 and 3root is sqrt of sqrt. So, we need sqrt (-1), which is i.
1 metre x 1 metre x 1 metre
= 1 x 1 x 1
= 1 m³
But if it calculate as centimetre
= 100 x 100 x 100
= 1000000 cm³
Convert to metre
= 10000 m³
A set is a collection of things, each of those things could be anything. Now, what if those things are other theories? That would mean that we can represent all other theories within set theory, and thus set theory is the most powerful a theory can be. There can also be theories similar to set theory which can have all other theories represented inside of it... what if we call those "limit theories". All of them would have to have equal power since the others could be represented within them.
What do you think some of the other "limit theories" could act like?
24 Votes in Poll
Say for !1 means a^a-1^a-2...4^3^2^1. For example, 3!1 = 3^2^1 = 9. Simple. Right? Say !2 = a^^a-1^^a-2...4^^3^^2^^1. The answer for 4^^3^^2^^1 is vastly very large.
I have a long list of other accounts like...
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And I want to prove sum conjectures! (get it)
Interests?
Created an (unofficial) conjecture called the Poincare Dimensional conjecture:
Do all n-1 dimensional spheres in an n-dimensional dimension able to shrink their loop around them to a point?
Also I am interested in Goldbach's conjecture, and number theory and primes in general. I am also an aspiring young kid who wants to learn everything about number theory.
Oh hi i am 1 of the new people on math wiki. i could do divisions,multiplications,aditions and soustraction. i like wikis so i like looking wiki pages. END.
The short answer to this question is NO.
To represent any number in a given base, means to **measure** it in that base.
1/3 cannot be measured in base 10, so it is foolish to claim that 1/3 = 0.333...
The most important number theorem is described in the following article:
https://drive.google.com/open?id=1o5kcWvU35tdt_SY83UFnXZAlsKBAsSYH
https://www.youtube.com/watch?v=yMqGM3B6Zhw
18 Votes in Poll
I know some famous examples
- Integer Overflow