From: Greg Neill on
Sam Wormley wrote:
> On 12/15/09 6:51 PM, Phil Bouchard wrote:
>> Greg Neill wrote:
>>>
>>> Okay, a square has side length 1. What is the length of the
>>> diagonal. Use spherical coordinates if you wish. Show
>>> us the answer and how you calculated it.
>>
>> If the input is:
>> rho = sqrt(1^2 + 1^2 + 1^2)
>> rho = 1.73
>
> Phil confuses squares and cubes.... are we surprised?

And he uses the Cartesian formula for distances to
do his calculation supposedly in order to avoid using
square roots! What a maroon!


From: Phil Bouchard on
Greg Neill wrote:

[..]

> Sorry, you used a square root so it can't be right,
> can it Phil? Not according to your theory of the
> world. Also, if you thought that irrational
> numbers were scary, using trig functions lands you
> right smack in the land of transcendental numbers...

This is because you do not understand mathematics. GR will never give
the right answer.

> Also, since when is the diagonal of a square of
> side length 1 not sqrt(2) ~~ 1.414 ?
>
> Wrong, wrong, wrong, in so very many ways.

My mistake I used spherical coordinates when polar coordinates were
required.
From: Phil Bouchard on
Greg Neill wrote:
>
> And he uses the Cartesian formula for distances to
> do his calculation supposedly in order to avoid using
> square roots! What a maroon!

My world works with spherical coordinates only.
From: Greg Neill on
Phil Bouchard wrote:
> Greg Neill wrote:
>
> [..]
>
>> Sorry, you used a square root so it can't be right,
>> can it Phil? Not according to your theory of the
>> world. Also, if you thought that irrational
>> numbers were scary, using trig functions lands you
>> right smack in the land of transcendental numbers...
>
> This is because you do not understand mathematics. GR will never give
> the right answer.

Hey, I'm not the one bollixing up trivial math here...

>
>> Also, since when is the diagonal of a square of
>> side length 1 not sqrt(2) ~~ 1.414 ?
>>
>> Wrong, wrong, wrong, in so very many ways.
>
> My mistake I used spherical coordinates when polar coordinates were
> required.

So, in your fantasy world changing coordinate systems
changes the size of the thing being measured?


From: Greg Neill on
Phil Bouchard wrote:
> Greg Neill wrote:
>>
>> And he uses the Cartesian formula for distances to
>> do his calculation supposedly in order to avoid using
>> square roots! What a maroon!
>
> My world works with spherical coordinates only.

And yet you can't use them to do simple calculations.
You don't even understand the tools you choose to use.