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  • Why Use dm and Not 0.n?

    From Socratis T.n.p.@21:1/5 to All on Thu Sep 14 12:02:01 2023
    Why Use dm and Not 0.n?
    1) In Primis all Integers are tens of dm and not 0.n
    2) It's the best way to have logic, precision, not commas.
    3) The 0.n make the T.d.i derivative. which is not using DMs.
    4) The square values are equated to the volume values with ni^2 and ni^3:

    If.. 0.1 *0.1 == 0.01m^2 ===> 1i *1i === 1i^2
    0.1* 0.1 *0.1 = 0.001m^3 ==>1i *1i *1i =1i^3

    If.. 0.5 *0.5 = 0.25m^2 ====> 5i *5i == 25i^2
    0.1*0.5 *0.5 = 0.025m^3 =>1i *5i *5i = 25i^3

    If.. 0.5 *5 == 2.5m^2 ====> 5i *50i == 250i^2
    0.1*0.5 *5 = 0.25m^3 ==>1i *5i *50i = 250i^3

    If... 0.5 *10 == 5m^2 ====> 5i *100i ==500i^2
    0.1* 0.5 *10 = 0.5m^3 =>1i *5i *100i = 500i^3

    If... 0.5 *20 = 10m^2 ====> 5i *200i = 1000i^2
    0.1* 0.5 *20 == 1m^3 =>1i *5i *200i = 1000i^3

    N.B. what you do wrong using 0.n. This is done well using dm=10cm..
    If... 5i *5i * 5i = 125kg ===> 50c *50c *50c = 125'000g = 125kg -:)))
    Greetings T.n.p. 5i *5i *5i =125i^3=125kg => 5m *5m *5m = 125m^3 -:)))

    I hope to be useful by clarifying , to many my T.n.p Logic . -:)))

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  • From Lucrezio S@21:1/5 to All on Thu Sep 14 13:37:50 2023
    Il giorno giovedì 14 settembre 2023 alle 21:02:06 UTC+2 Socratis T.n.p. ha scritto:
    Why Use dm and Not 0.n?
    1) In Primis all Integers are tens of dm and not 0.n
    2) It's the best way to have logic, precision, not commas.
    3) The 0.n make the T.d.i derivative. which is not using DMs.
    4) The square values are equated to the volume values with ni^2 and ni^3:

    If.. 0.1 *0.1 == 0.01m^2 ===> 1i *1i === 1i^2
    0.1* 0.1 *0.1 = 0.001m^3 ==>1i *1i *1i =1i^3

    If.. 0.5 *0.5 = 0.25m^2 ====> 5i *5i == 25i^2
    0.1*0.5 *0.5 = 0.025m^3 =>1i *5i *5i = 25i^3

    If.. 0.5 *5 == 2.5m^2 ====> 5i *50i == 250i^2
    0.1*0.5 *5 = 0.25m^3 ==>1i *5i *50i = 250i^3

    If... 0.5 *10 == 5m^2 ====> 5i *100i ==500i^2
    0.1* 0.5 *10 = 0.5m^3 =>1i *5i *100i = 500i^3

    If... 0.5 *20 = 10m^2 ====> 5i *200i = 1000i^2
    0.1* 0.5 *20 == 1m^3 =>1i *5i *200i = 1000i^3

    N.B. what you do wrong using 0.n. This is done well using dm=10cm..
    If... 5i *5i * 5i = 125kg ===> 50c *50c *50c = 125'000g = 125kg -:))) Greetings T.n.p. 5i *5i *5i =125i^3=125kg => 5m *5m *5m = 125m^3 -:)))

    I hope to be useful by clarifying , to many my T.n.p Logic . -:)))

    Very good..I believe that using the Small Neutral Theory, they are
    Many things that are done with derivative theory are useless. Primarily...
    The Limits and the Integrals..considering that the T.n.p. starts from mm. =1•

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  • From Socratis T.n.p.@21:1/5 to All on Fri Sep 15 05:38:10 2023
    Il giorno giovedì 14 settembre 2023 alle 22:37:58 UTC+2 Lucrezio S ha scritto:
    Il giorno giovedì 14 settembre 2023 alle 21:02:06 UTC+2 Socratis T.n.p. ha scritto:
    Why Use dm and Not 0.n?
    1) In Primis all Integers are tens of dm and not 0.n
    2) It's the best way to have logic, precision, not commas.
    3) The 0.n make the T.d.i derivative. which is not using DMs.
    4) The square values are equated to the volume values with ni^2 and ni^3:

    If.. 0.1 *0.1 == 0.01m^2 ===> 1i *1i === 1i^2
    0.1* 0.1 *0.1 = 0.001m^3 ==>1i *1i *1i =1i^3

    If.. 0.5 *0.5 = 0.25m^2 ====> 5i *5i == 25i^2
    0.1*0.5 *0.5 = 0.025m^3 =>1i *5i *5i = 25i^3

    If.. 0.5 *5 == 2.5m^2 ====> 5i *50i == 250i^2
    0.1*0.5 *5 = 0.25m^3 ==>1i *5i *50i = 250i^3

    If... 0.5 *10 == 5m^2 ====> 5i *100i ==500i^2
    0.1* 0.5 *10 = 0.5m^3 =>1i *5i *100i = 500i^3

    If... 0.5 *20 = 10m^2 ====> 5i *200i = 1000i^2
    0.1* 0.5 *20 == 1m^3 =>1i *5i *200i = 1000i^3

    N.B. what you do wrong using 0.n. This is done well using dm=10cm..
    If... 5i *5i * 5i = 125kg ===> 50c *50c *50c = 125'000g = 125kg -:))) Greetings T.n.p. 5i *5i *5i =125i^3=125kg => 5m *5m *5m = 125m^3 -:)))

    I hope to be useful by clarifying , to many my T.n.p Logic . -:)))
    Very good..I believe that using the Small Neutral Theory, they are
    Many things that are done with derivative theory are useless. Primarily... The Limits and the Integrals..considering that the T.n.p. starts from mm. =1•

    Unfortunately, many do not understand that m^3 and small volumes exist:
    If 0.2 = 2dm ==> 0.2 *2 *2 = 0.8m^3 Alias 2i *20i *20i = 800i^3..nor which:
    4i *20i *20i = 1'600i^3 = 1.6m^3... imagine if they understand the Small ones: 0.2 *0.5 *1 = 0.1m^3 = 100i^3 Alias ===> 2i *5i *10i = 100^3-:)))

    Greetings T.n.p. The Theory that says directly what the T.d.i. says
    deriving it.. from m^2 and m^3. ==> 0.2 *0.2 *2 = 2i *2i *20i = 80i^3-:))) Translate them into cm =====> 20c *20c *200c = 80'000g = 80kg-:)))

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  • From Lucrezio S@21:1/5 to antonio.ma...@gmail.com on Fri Sep 15 11:38:58 2023
    On Friday 15 September 2023 at 17:28:13 UTC+2 antonio.ma...@gmail.com wrote:
    you get a pothole in the road, and a slow motion...
    they are obviously two "variations" to the linearity of the road of the opposite type

    who is concavity and who is convexity?

    You've been repeating the same thing 50 times... aren't you a Monkey Monkey too?
    If you go down the stairs...go down...if you go up them do the opposite...where do you see the problem??
    Concave and convex depend on where you look at them... if you empty a cup you see it as convex
    if you fill it you see it concave.. Your cerebral cortex you see it convex but, your brain
    it feels concave.. It is not better if you explain that there are volumes from 1mm^3 to lower. m^3 ?

    This is the real problem of the Monkeys!! If you want to progress use T.n.p-
    If you do...let's intertwine the two knowledges and try to write for Prof. Pappascimmie-:)))

    If 1mm^3 = 1mg ====> 0.001 *1m *1000m = 1m^3
    1cm^3 = 1000mg.= 1g ==> 0.01 *1m *100m = 1m^3
    1dm^3 = 1000g = 1kg. ==> 0.1 *1m *10m == 1m^3
    1m^3 = 1000kg.=1m^3 => 10i *10i *10i =1000i^3
    2m^3 = 8'000kg.=8m^3. => for 2m/1dm = 20dm.

    They should learn that they can say :2i *2i *2i = 8i^3 = 8kg
    rather than... doing everything with 20i *20i *20i = 8'000i^3 losing the litres.
    2 *3 *4 = 24m^3 Alias 20i *30i *40i = 24'000i^3 => for 4/1dm = 40i.

    Maybe they don't want 1*1 *1 = 1m^3..they would figure it out from 10i/1i =10i. so 10i *10i *10i =1000i^3 =1000kg. like 1i *10i *10i = 100kg.
    Which the T.d.i. solves as 0.1*1*1 = 0.1m^3 = 100kg.-:)))

    So why should it be different for : 1 *1 *1 ≠ 1m^3-:)))
    take a right triangle. legs =1m. what is your diagnosis. if not √2 ?
    Are Mathematicians Monkeys who make fun of themselves, yes or no? -:)))

    Greetings T.n.p. 3^3+4^3 =7*13m^2 =91m^3 ==> 3^3+3^3 =6*9m^2 = 54m^3-:))

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