-
C1 + C2 + C3 = Cnx
- C seen as any Quantitative and/or Qualitative
expression has an unknown unit but has a Quantitative correlation
in the unit.
- C + C = CN
- E=MC2 + E=MC2 => 2E =2MC2
- Fruit A + Fruit B = 2 Fruit unit x
- F=M/d2 + E=MC2 = > 2C unit x
- C3/C2 => NC1
-
C1 + C2 = NC where N=
2; a Non Transformation?
- or C1 + C2 = NC ; where N < 2 or N
>2.
- Biological implications and/or Physical Implications?
-
C1 + C2 + C3 = C4 + C5
+ CN
- Different Quantitative and/or Qualitative
expressions have common Quantitative components
-
C * Nx = CT1CX
- Expression Constant * Some Quantitative component
implies basic Time unit component to the expression with unknown
Qualitative Constant unit.
-
C*C */ C* C = C1
- An expression of expressions is an
expression
-
C* C * C * CN =
C1NC
- An expression of expressions and a Quantitative
component can give an expression to the power of some Quantitative
Expression
-
A/A*/A/A = A
where A = Apple,
- Gives some Apple expression
-
A/A */A/A = Fruit = C(Apple)x
where A = Fruit
- This same expression can be seen as an Apple
expression with unknown quantitative and/or qualitative unit
-
(c)/(c) */ (c)/(c) = C(Energy/MassApple)x
where c= speed of light.
- Where even expression(s) of the speed
of light give an expression constant of unknown Quantitative
and/or Qualitative unit but with Quantitative correlation.
-
cFruit = C(Energy/MassApple+Pear+Orange+NXunit
Fruit )x ;
- As the qualitative denominator(s)
are increased and are numerically factored for any expression,
useful mathematical results can be found for any such expression.
Implying an Expression Unit Constant.
C = f(Common Informational Property(s))
- See
Constant Unit Unknown expressions & methods for solving them
- Look at mc2 = E with Any(B)
× Every(A) => Every(B) ; Any(B) = mass , Every(A) = C2
, Every(B) = Energy and A & B are systems.
A is the principal system and B is a Sub System.
This shows the Algebraic Constant, with Numeric and
Temporal context, of a given expression
Author - Zim Olson
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