+1 on left & +1 at right also.

indianmath

Rajesh Bhowmick
Registered Senior Member
Suppose there is an arbitrary and imaginary type of axis used by some super-aliens to describe one of their coordinate system whose one side i.e on the left side also it is +1 & on the other side i.e. right side also it is +1.
Now the basic questions that arises are
1) what would be the center of that arbitrary & imaginary axis?
2) What would be the nature of that arbitrary & imaginary axis or (space ;))?
Any logical or scientific idea, view or comment with explanation would be appreciated.:)
regards.
 
You're asking us to consider two axes I think, which are positive numbers. But then your question seems to depend on an imaginary axis.

Perhaps you may need to rexpress your question as you seem vague and unclear.
 
It's not imaginary it's reality. The distance away from any point in any direction is always positive.

You are measuring distance from a point going away from the point. It's like standing on earth and looking out. Regardless of where you are on earth, if you look out the distance is positive, not negative.
 
You're asking us to consider two axes I think, which are positive numbers. But then your question seems to depend on an imaginary axis.

Perhaps you may need to rexpress your question as you seem vague and unclear.

Reiku, I am clear & my statement is clearly stated. But I can restate it according to ur condition. Here it is
Suppose there is an axis Having 0 at its L.H.S & +1 at its R.H.S and there is another axis at a distance apart but perfectly aligned with the previous axis & having +1at its L.H.s & 0 (as if image of the previous axis) at its R.H.S then we will be having an imaginary & arbitrary axis in between having +1 at L.H.S & +1 at R.H.S. So now the same basic questions
1) what would be the center of the imaginary & arbitrary axis?
2)What would be the nature of such an axis (space);)?
regards.:)
 
The centre of those points would be whatever centrepoint is definable along that other axis. We don't know the dimension of the axis you're proposing so how can one generate a statistic based on the coordinates of two points on that axis?
 
The centre of those points would be whatever centrepoint is definable along that other axis. We don't know the dimension of the axis you're proposing so how can one generate a statistic based on the coordinates of two points on that axis?

GeoffP, let us start with two dimension.:)
regards.
 
The axis would be 0. What's more a question is what the other axis (since we're in 2 dimensions) is measuring, which would be absolute distance from the first axis.

Taken into 3 dimensions, you'd have the initial axis ringed by widening circles of increasing distance.
 

1) what would be the center of that arbitrary & imaginary axis?
2) What would be the nature of that arbitrary & imaginary axis or (space ;))?
Any logical or scientific idea, view or comment with explanation would be appreciated.:)
regards.

This imaginary axis can be considered as a diameter of a circle , whoose radius is infinite . Centre of this circle will be the centre of the axis .
 
This imaginary axis can be considered as a diameter of a circle , whoose radius is infinite . Centre of this circle will be the centre of the axis .

Good summary. I'll take it even further. This axis defines an infinite cylinder.
 
Suppose there is an arbitrary and imaginary type of axis used by some super-aliens to describe one of their coordinate system whose one side i.e on the left side also it is +1 & on the other side i.e. right side also it is +1.
Now the basic questions that arises are
1) what would be the center of that arbitrary & imaginary axis?
2) What would be the nature of that arbitrary & imaginary axis or (space ;))?
Any logical or scientific idea, view or comment with explanation would be appreciated.:)
regards.

It looks like you are saying that there is no symmetry of left and right on the super-alien coordinate system....

:shrug:
 
It's really very simple. From any point there is distance away from that point in all directions. It is the light sphere. You start at a point, and light travels away from that point in all directions. The point is the center of the expanding sphere. The radius is expanding equally away from that point in all directions. The two dimensional version is simply a point on a line, and you are measuring the positive distance from that point in opposite directions. It looks like this:

<+1+1+1+1+1+1+1+1+1+o+1+1+1+1+1+1+1+1+1+>

The zero is the point and the distance is positive in each direction away from the point.
 
No. If you used the stated parameters and said to describe what you get for a distance x, you would not get a sphere. You'd get an infinitely long cylinder with radius x centered on the axis.

A circle can be part of a cylinder and also part of a sphere .
 
A circle can be part of a cylinder and also part of a sphere .

In 2 dimensions, yes.

But to look at the original post again in 2 dimensions, you'd have a plane, with width 2x, centered on the axis, and running to infinity along the axis.
 
The centre is time.. the outflow, and inflow. X/Y/Z are all around it, and time starts at zero. There must be a minuscule distance between each point, but each point is zero again.

So

X = 100

is really

X = 1 starting from zero 100 times over.

I ask you...

How far is it to London?

And your reply is set from zero, and my reply is also set from zero, and both are different replies.

The orbit of a planet is constantly reset from zero.. so time is the central point. The orbit is relocated, the energy is the outflow from the central point. The outflow is polarized below X/Y/Z to cause the chain reaction.
 
It's really very simple. From any point there is distance away from that point in all directions. It is the light sphere. You start at a point, and light travels away from that point in all directions. The point is the center of the expanding sphere. The radius is expanding equally away from that point in all directions. The two dimensional version is simply a point on a line, and you are measuring the positive distance from that point in opposite directions. It looks like this:

<+1+1+1+1+1+1+1+1+1+o+1+1+1+1+1+1+1+1+1+>

The zero is the point and the distance is positive in each direction away from the point.

It would be <0 .......+1+1+1+1...........0>.
regards.:)
 
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