User:Inowen/Mathematics/Draft

display:; border-style:            solid; padding:                 ; padding-top:             ; padding-botton:          ; padding-left:            ; padding-right:           ; border-color:            ; border-width:            ; background-color:        ; color:                   ; text-align:              ; letter-spacing:          ; font-family:             ; font-size:               ; margin:                  3px; margin-top:              ; margin-botton:           ; margin-left:             ; margin-right:            ; height:                  ; width:                   ; float:                   ; "> {{#ifeq:{{NAMESPACE}}|Template|{{#invoke:Sidebar|sidebar}} Math is the scientific language of numbers and number transformation, which goes on to include abstract ideas of number (countable entity) and quantity, and sophisticated ideas of transformation. Mathematics combines numbers, variables, and constants of well-built form (real form) with operations (addition, subtraction, multiplication, division..) of exact consistent form, to precisely transform individual measurements or estimates into endless possible theoretical projections. The simplified or canonical form of such calculations is called a formula, and the output of formula are called expressions or solutions. Mathematics is regarded the fundamental tool at the heart of sciences such as engineering, physics, and chemistry. At the base of mathematics is a principle that countability of objects is a real property of nature which is universal and uncontestable and that a mathematical proof must similarly extend without flaw from the core of universally-accepted ideas (cf. mathematical truth).

Individual parts
Math is the scientific language of numbers and number transformation, which goes on to include abstract ideas of number (countable entity) and quantity, and sophisticated ideas of transformation. Mathematics combines numbers, variables, and constants of well-built form (real form) with operations (addition, subtraction, multiplication, division..) of exact consistent form, to precisely transform individual measurements or estimates into endless possible theoretical projections. The simplified or canonical form of such calculations is called a formula, and the output of formula are called expressions or solutions. Mathematics is regarded the fundamental tool at the heart of sciences such as engineering, physics, and chemistry. At the base of mathematics is a principle that countability of objects is a real property of nature which is universal and uncontestable and that a mathematical proof must similarly extend without flaw from the core of universally-accepted ideas (cf. mathematical truth).
 * math is scientific - https://undsci.berkeley.edu/article/mathematics
 * math is a language - http://www.ascd.org/publications/books/105137/chapters/Mathematics-as-Language.aspx
 * math uses numbers -
 * math uses operations -
 * math combines numbers and operations -
 * numbers are well built -
 * operations are regular -
 * math transforms measurements and estimates in precise way -
 * the idea of countability is fundamental -
 * from the simple idea of countability comes the greater idea of mathematical truth -

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 * Individual parts
 * math is scientific - https://undsci.berkeley.edu/article/mathematics
 * math is a language - http://www.ascd.org/publications/books/105137/chapters/Mathematics-as-Language.aspx
 * math uses numbers -
 * math uses operations -
 * math combines numbers and operations -
 * numbers are well built -
 * operations are regular -
 * math transforms measurements and estimates in precise way -
 * the idea of countability is fundamental -
 * from the simple idea of countability comes the greater idea of mathematical truth -
 * Missing
 * quantity - Mgnbar