becomingagodo

14th November 2007, 10:53 AM

I made one long post, however I couldn't post.

Well, I will make it shorter. And try again.

I use thought expriments and when I use thought expriment I only consider the possibillity that are not obvious. I don't think normally, that where the confusion is proberly steming from, unless you think like me you can't understand me.

So I would like to discuss some of my thought expriments.

Taking away the infinte small pieces.

Can you take away a infinte small piece and then continue to get zero. The anwser is no. You takeaway one then another, however their would also be infinte left i.e. N-1 equals N.

However, what if you take away infinte at once. This does the trick, you have infinte small pieces and then you grab all of them at once and then

N-N=0. So we have a object that you cannot add things to or takeaway infinte small piece and change it.

This concept is handy when it comes to calculus

Because

y=x^2

y+dy=(x+dx)^2

y+dy= x^2 + 2xdx + dx^2

dy/dx= 2x + dx

however, above thought expriments shows dx does nothing

so

Lim dy/dx= 2x

x to 0

Again, thats how I think all the time. I can give more example, however their is something wrong with my computer and it is hard to post and I need to get off now, however I will post more later.

I don't like a particular branch of mathematics if they don't involve any infinties. However, in some way all branches of mathematics have infinty in them, so to truely understand infinty you must understand mathematics. Infinty is one of the main reasons I don't give up mathematics as thought expriments on infinty is really insightful. The other improtant concept I feel is complexity i.e. chaos theory and fractals.

Oh yeah, another thought expriment

Look at a cake, now divide it by zero. How? Now diving is just adding to something like 9/3=3 as you add 3 threes to get nine. Lets call the cake 1. Now add zero to get one.

This may sound absurd, however we know that dx tends to 0 so it most also be true that 0 tends to dx. So now we add infinty small bit to get one.

However, let change the process instead we have one and we take away infintly small pieces, this can't be done. However, it can be done when take away the infintly small pieces at once, which their is infinte. So 1/0=N

In equation form it would be

Lim 1/0=N

x to 0

However, I am assuming that multiplication is correct, I would like to know what happens when instead of considering real numbers we use quaternion or something else, you know when the order of multiplication matters.

Well, I will make it shorter. And try again.

I use thought expriments and when I use thought expriment I only consider the possibillity that are not obvious. I don't think normally, that where the confusion is proberly steming from, unless you think like me you can't understand me.

So I would like to discuss some of my thought expriments.

Taking away the infinte small pieces.

Can you take away a infinte small piece and then continue to get zero. The anwser is no. You takeaway one then another, however their would also be infinte left i.e. N-1 equals N.

However, what if you take away infinte at once. This does the trick, you have infinte small pieces and then you grab all of them at once and then

N-N=0. So we have a object that you cannot add things to or takeaway infinte small piece and change it.

This concept is handy when it comes to calculus

Because

y=x^2

y+dy=(x+dx)^2

y+dy= x^2 + 2xdx + dx^2

dy/dx= 2x + dx

however, above thought expriments shows dx does nothing

so

Lim dy/dx= 2x

x to 0

Again, thats how I think all the time. I can give more example, however their is something wrong with my computer and it is hard to post and I need to get off now, however I will post more later.

I don't like a particular branch of mathematics if they don't involve any infinties. However, in some way all branches of mathematics have infinty in them, so to truely understand infinty you must understand mathematics. Infinty is one of the main reasons I don't give up mathematics as thought expriments on infinty is really insightful. The other improtant concept I feel is complexity i.e. chaos theory and fractals.

Oh yeah, another thought expriment

Look at a cake, now divide it by zero. How? Now diving is just adding to something like 9/3=3 as you add 3 threes to get nine. Lets call the cake 1. Now add zero to get one.

This may sound absurd, however we know that dx tends to 0 so it most also be true that 0 tends to dx. So now we add infinty small bit to get one.

However, let change the process instead we have one and we take away infintly small pieces, this can't be done. However, it can be done when take away the infintly small pieces at once, which their is infinte. So 1/0=N

In equation form it would be

Lim 1/0=N

x to 0

However, I am assuming that multiplication is correct, I would like to know what happens when instead of considering real numbers we use quaternion or something else, you know when the order of multiplication matters.