Alias: i *10i *100i = 1000i^3 = 1m^3. Not understanding it is like emeritus idiots ... that
they spread nonsense, preventing the world from calculating the precious .... Small volumes ...
If this were not the case, the T.d.i Theory would be completely busted ... while ...
In reality you are high, believing that: 0.1 ≠ 1dm and 1dm *1dm = 1cm ...
In fact .. if you say: 1*10 = 10m^2 =1000i^2, we have ==>1000i^2 *1i = 1000i^3 ..
If ...the same T.d.i. It gives you the result 1 ...from 3 terms it means 1^3- :))

Greetings from T.n.p. => 2i *5i *100i =1000i^3 => 2i *5i *10i =100i^3.=0.1m^3.

Alias: i *10i *100i = 1000i^3 = 1m^3. Not understanding it is like emeritus idiots ... that
they spread nonsense, preventing the world from calculating the precious .... Small volumes ...
If this were not the case, the T.d.i Theory would be completely busted ... while ...
In reality you are high, believing that: 0.1 ≠ 1dm and 1dm *1dm = 1cm ...
In fact .. if you say: 1*10 = 10m^2 =1000i^2, we have ==>1000i^2 *1i = 1000i^3 ..
If ...the same T.d.i. It gives you the result 1 ...from 3 terms it means 1^3- :))

Greetings from T.n.p. ==> 2i *5i *100i =1000i^3 ==> 2i *5i *10i =100i^3.= 0.1m^3.
You would do well to count the dm.. Honoring the System You Use Very Badly.
In fact you don't understand; derivatives of m^2 nor; derivatives of m^3.
3√0.1 = 0.464158883 .... Alias ​​(4.64158883i)^3 = 100i^3.

I explain it with Logica ... T.n.p. :

0.1 *1 *10 = 1i ** 10i ** 100i === 1000i^3 = 1m^3
0.2 *1 *10 = 2i ** 10i ** 100i === 2000i^3 = 2m^3
0.2 *1 *100 = 2i * 10i * 1000i = 20000i^3 = 20m^3

It would be useful to know that 1, in the presence of any "i" is transformed, into 10n.i, you would know that ...
1i *1i *100 = 1000i^3. the reason is simple: 1i * 1i is the base 100c^2 on which Z =100m =1000dm is spread.
But it actually stays in the space of m^2..if I have 1i * 10m. I get 10 times: 1i * 1 = 10i^2. and therefore 1m^2
exactly you call 1.How do you think that 1dm * 1dm can become 1cm? 0.01 is a 100c^2 area
which is equivalent to the hundredth part of 100i^2. So 100c^2.

Greetings from Socratis T.n.p. 9^2 + 11^2 = 18 *11 +4 = 202m ^ 2

Volumes T.n.p. ..Derivated from T.d.i. squares
>> Greetings from Socratis T.n.p. 1i *4i *8i = i4^3 = 64i^3 = 0.064m^3.

> imho, decimal numbers should be avoided in math

The problem is how to use the various small units in a derivative system.
Let's say that Mathematics is primarily Geometry and 10c*10c is a square.
But if 100c^2 is a square, just say 10c * 10c * 10c to have 1000c ^ 3 = 1kg-

What does the Z axis do, which should account for the axes: x * y ?
If Z = 100m, then I must have 100c^2 * 10'000c = 1000'000c^3 = 1m^3.
If Z = 100m, 1i^2 *1000i=1000i^3 which confirms 1000'000c^3 for c^3=1g.

> the hamlets are one step ahead!

Let's see, analyze and complete the meaning of the fractions-divisions ..
introducing the indispensable T.n.p. which clarifies the T.d.i.
Since the T.d.i.. is ... in his way, Correct ... and ... derivative ...
for which it is understood ... Bad and applied Worse:

1i) If : 10i/2i = 5i/1i ===> 5i *2i = 10i^2 = 0.1m^2...
2i) If 100i/2i = 50i/1i ==> 50i *2i = 100i^2 = 1m^2...
3i) If 100i/20i=50i/10i => 50i *20i=1000i^2=10m^2...

1) If 20i/2i = 10i/1i => 10i * 2i = 20i^2 = 0.2m^2.--
2) If 20i/20i =10i/10i => 10i *20i = 200i^2 = 2m^2--
3) If 200i/20i=100i/10i => 100i*20i=2000i^2=20m^2--

As far as I'm discovering, the Fair divisions use the dm .. vera
units of the so-called integers which are actually made up of tens of dm.
And with this you can connect very well the m^2 with the m^3 all in i^2 and i^3.

Let's see: if I try to add the factor Z = 1i. I will have results in kg.
This means that if you mix and confuse m ^ 2 and m ^ 3 you get it all wrong ...
As if you take le: 1i) ..1) with Z = 1i they would be as follows T.n.p. :

Volumes derived from T.n.p. and consequent from the T.d.i. squares

1i) 1i *2i *5i =10i^3 = 0.01m3 => ex 10i^2 = 0.1m^2...
2i) 1i *2i *50i =100i^3 =0.1m^3 =>ex 100i^2 = 1m^2...
3i) 1i *20i*50i =1000i^3=1m^3 => ex 1000i^2=10m^2...

1) 1i * 2i * 10i = 20i^3 = 0.02m^3.=> ex 20i^2 = 0.2m^2---
2) 1i *10i *20i = 200i^3 = 0.2m^3. ==> ex 200i^2 = 2m^2---
3) 1i * 20i*100i = 2000i^3 = 2m^3.==> ex 2000i^2 = 20m^2---

I acknowledge that you inspired me to derive the product from the division ..
e..I leave you a nice cat to peel, which you need to promote ..
your thoughts and your research on what does not convince you- :))

==> 11i * 11i = 121i^2 = 1.21 ... which means 1.21m^2. => 1*1 = 1m^2.
1i * 11i * 11i = 121i^3 = 121 Liters. Hello -:)))

lørdag 22. januar 2022 kl. 20:10:34 UTC+1 skrev Socratis T.n.p.:
> Volumes T.n.p. ..Derivated from T.d.i. squares
> >> Greetings from Socratis T.n.p. 1i *4i *8i = i4^3 = 64i^3 = 0.064m^3.
>
> > imho, decimal numbers should be avoided in math
>
> The problem is how to use the various small units in a derivative system.
> Let's say that Mathematics is primarily Geometry and 10c*10c is a square.
> But if 100c^2 is a square, just say 10c * 10c * 10c to have 1000c ^ 3 = 1kg-
>
> What does the Z axis do, which should account for the axes: x * y ?
> If Z = 100m, then I must have 100c^2 * 10'000c = 1000'000c^3 = 1m^3..
> If Z = 100m, 1i^2 *1000i=1000i^3 which confirms 1000'000c^3 for c^3=1g.
>
> > the hamlets are one step ahead!
>
> Let's see, analyze and complete the meaning of the fractions-divisions ..
> introducing the indispensable T.n.p. which clarifies the T.d.i.
> Since the T.d.i.. is ... in his way, Correct ... and ... derivative ...
> for which it is understood ... Bad and applied Worse:
>
> 1i) If : 10i/2i = 5i/1i ===> 5i *2i = 10i^2 = 0.1m^2...
> 2i) If 100i/2i = 50i/1i ==> 50i *2i = 100i^2 = 1m^2...
> 3i) If 100i/20i=50i/10i => 50i *20i=1000i^2=10m^2...
>
> 1) If 20i/2i = 10i/1i => 10i * 2i = 20i^2 = 0.2m^2.--
> 2) If 20i/20i =10i/10i => 10i *20i = 200i^2 = 2m^2--
> 3) If 200i/20i=100i/10i => 100i*20i=2000i^2=20m^2--
>
> As far as I'm discovering, the Fair divisions use the dm .. vera
> units of the so-called integers which are actually made up of tens of dm.
> And with this you can connect very well the m^2 with the m^3 all in i^2 and i^3.
>
> Let's see: if I try to add the factor Z = 1i. I will have results in kg..
> This means that if you mix and confuse m ^ 2 and m ^ 3 you get it all wrong ...
> As if you take le: 1i) ..1) with Z = 1i they would be as follows T.n.p. :
>
> Volumes derived from T.n.p. and consequent from the T.d.i. squares
>
> 1i) 1i *2i *5i =10i^3 = 0.01m3 => ex 10i^2 = 0.1m^2...
> 2i) 1i *2i *50i =100i^3 =0.1m^3 =>ex 100i^2 = 1m^2...
> 3i) 1i *20i*50i =1000i^3=1m^3 => ex 1000i^2=10m^2...
>
> 1) 1i * 2i * 10i = 20i^3 = 0.02m^3.=> ex 20i^2 = 0.2m^2---
> 2) 1i *10i *20i = 200i^3 = 0.2m^3. ==> ex 200i^2 = 2m^2---
> 3) 1i * 20i*100i = 2000i^3 = 2m^3.==> ex 2000i^2 = 20m^2---
>
> I acknowledge that you inspired me to derive the product from the division ..
> e..I leave you a nice cat to peel, which you need to promote ..
> your thoughts and your research on what does not convince you- :))
>
> ==> 11i * 11i = 121i^2 = 1.21 ... which means 1.21m^2. => 1*1 = 1m^2.
> 1i * 11i * 11i = 121i^3 = 121 Liters. Hello -:)))

I might be daft, but I do not understand:
This i you use, does it change as the purpose you use it?
Sometimes it means dm, sometimes m and so on.
And your 1*1 = 1 m^2 is just wrong!
1*1 = 1
KON

Il giorno sabato 22 gennaio 2022 alle 20:42:20 UTC+1 konyberg ha scritto:
> lørdag 22. januar 2022 kl. 20:10:34 UTC+1 skrev Socratis T.n.p.:
> > Volumes T.n.p. ..Derivated from T.d.i. squares
> > >> Greetings from Socratis T.n.p. 1i *4i *8i = i4^3 = 64i^3 = 0.064m^3.
> >
> > > imho, decimal numbers should be avoided in math
> >
> > The problem is how to use the various small units in a derivative system.
> > Let's say that Mathematics is primarily Geometry and 10c*10c is a square.
> > But if 100c^2 is a square, just say 10c * 10c * 10c to have 1000c ^ 3 = 1kg-
> >
> > What does the Z axis do, which should account for the axes: x * y ?
> > If Z = 100m, then I must have 100c^2 * 10'000c = 1000'000c^3 = 1m^3.
> > If Z = 100m, 1i^2 *1000i=1000i^3 which confirms 1000'000c^3 for c^3=1g.
> >
> > > the hamlets are one step ahead!
> >
> > Let's see, analyze and complete the meaning of the fractions-divisions ...
> > introducing the indispensable T.n.p. which clarifies the T.d.i.
> > Since the T.d.i.. is ... in his way, Correct ... and ... derivative ...
> > for which it is understood ... Bad and applied Worse:
> >
> > 1i) If : 10i/2i = 5i/1i ===> 5i *2i = 10i^2 = 0.1m^2...
> > 2i) If 100i/2i = 50i/1i ==> 50i *2i = 100i^2 = 1m^2...
> > 3i) If 100i/20i=50i/10i => 50i *20i=1000i^2=10m^2...
> >
> > 1) If 20i/2i = 10i/1i => 10i * 2i = 20i^2 = 0.2m^2.--
> > 2) If 20i/20i =10i/10i => 10i *20i = 200i^2 = 2m^2--
> > 3) If 200i/20i=100i/10i => 100i*20i=2000i^2=20m^2--
> >
> > As far as I'm discovering, the Fair divisions use the dm .. vera
> > units of the so-called integers which are actually made up of tens of dm.
> > And with this you can connect very well the m^2 with the m^3 all in i^2 and i^3.
> >
> > Let's see: if I try to add the factor Z = 1i. I will have results in kg.
> > This means that if you mix and confuse m ^ 2 and m ^ 3 you get it all wrong ...
> > As if you take le: 1i) ..1) with Z = 1i they would be as follows T.n.p. :
> >
> > Volumes derived from T.n.p. and consequent from the T.d.i. squares
> >
> > 1i) 1i *2i *5i =10i^3 = 0.01m3 => ex 10i^2 = 0.1m^2...
> > 2i) 1i *2i *50i =100i^3 =0.1m^3 =>ex 100i^2 = 1m^2...
> > 3i) 1i *20i*50i =1000i^3=1m^3 => ex 1000i^2=10m^2...
> >
> > 1) 1i * 2i * 10i = 20i^3 = 0.02m^3.=> ex 20i^2 = 0.2m^2---
> > 2) 1i *10i *20i = 200i^3 = 0.2m^3. ==> ex 200i^2 = 2m^2---
> > 3) 1i * 20i*100i = 2000i^3 = 2m^3.==> ex 2000i^2 = 20m^2---
> >
> > I acknowledge that you inspired me to derive the product from the division ..
> > e..I leave you a nice cat to peel, which you need to promote ..
> > your thoughts and your research on what does not convince you- :))
> >
> > ==> 11i * 11i = 121i^2 = 1.21 ... which means 1.21m^2. => 1*1 = 1m^2.
> > 1i * 11i * 11i = 121i^3 = 121 Liters. Hello -:)))
> I might be daft, but I do not understand:
> This i you use, does it change as the purpose you use it?
> Sometimes it means dm, sometimes m and so on.
> And your 1*1 = 1 m^2 is just wrong!
> 1*1 = 1
> KON

1 = 10dm. 100cm.1000mm.
0.1 = 1dm..10cm..100mm
1c = 10mm.

0.1 *10m = 1i *100i = 100i^2 = 1m^2 for 10 = 100dm

1.1 = 11dm.
1.1^2 = i11^2 =1.21dm^2

100c *100c = 10'000c^2 = 1m^2
1c*100c*100c = 10'000c^3 = 10kg. for c^3 = 1g.

10c*100c*100c = 100'000c^3 =100kg.
=>1i *10i *10i = 100i^3 = 100kg.

Hello. Socratis.

==> 1i * 100i =100i^2 = 1m^2
1i * 1i * 100i =100i^3=0.1m^3

==> 20i *20i = 400i^2 = 4m^2
1i * 20i *20i = 400i^3=0.4m^3

Greetings from Barbara T.n.p.

6^2 + 9^2 = 12*9 +9 =117m^2
(6 + 9)^2 = (4*54) +9 =225m^2
6^3 +9^3 = 15*(54+9) =945m^3
6^3+10^3=16*(60+16)=1216m^3
6^3+11^3 =17*(66 +25)=1547m^3