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Difference Between Infinity and Undefined

September 8, 2011Posted byAdmin

Infinity vs Undefined ‘Infinity’ and ‘undefined’ are two different concepts. These are more frequently used concepts in many fields, especially in Mathematics and Physics. Infinity What is the largest number that you can imagine? Whatever the number you pick, one can introduce a number larger than the number you pick by simply adding one to […]

Filed Under:MathematicsTagged With:concept of infinity,imaginary number,infinitas,infinite sets,Infinity,整数,Natural numbers,麻木了ers,real numbers,Set Theory,unboundedness,undefined

Difference Between Numbers and Numerals

August 17, 2011Posted byAdmin

Numbers vs Numerals Number and numeral are two related, but two distinct concepts. Sometimes, people confuse the numeral with the number. What we write is a numeral, but most often we call them as numbers. It is similar to recognizing a person by his name. The name of a person is not exactly the human […]

Filed Under:MathematicsTagged With:ancient number system,Arabic numeral system,Babylonian numeral system,binary operations,Brahmi numeral system,Complex Numbers,continuous variables,counting numbers,decimal numbers,Egyptian numeral system,印度数字系统,Hindu-Arabic numerals,Imaginary Numbers,整数,irrational numbers,measuring numbers,Natural numbers,negative numbers,麻木了er,麻木了er systems,麻木了ers,numeral,Numeral System,numerals,numerical,numerical operation,place-value system,positive numbers,有理数s,real numbers,Unary operations,whole numbers

Difference Between Irrational and Rational Numbers

March 25, 2011Posted byClarisse

Irrational vs Rational Numbers Rational number and irrational number are both real numbers. Both are values which represent a certain quantity along a particular continuum. Math and numbers is not everyone’s cup of tea, thus sometimes some people find it confusing to differentiate which one is rational and which one is an irrational number. Rational […]

Filed Under:MathematicsTagged With:decimal,fraction,Integer,整数,irrational number,irrational numbers,有理数,有理数s,real number,real numbers

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