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The set of real numbers is represented by a fancy script "R". However, real numbers are just represented by a number (be it integer, rational, irrational, or otherwise). The key here is that it is not a complex number (number containing the imaginary number "i").

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Q: What is a real number represented by?
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Related questions

Can irrational numbers cannot be represented by points on the real number line?

These number can also be represented on real line.


What is real number diagram?

A real number can be represented by a point on the number line.


What kind of number can be a decimal?

Any real number can be represented as a decimal number.


Is 01296714785 real number?

0.1296714785 is a real number. All numbers that do not contain the square root of a negative number (represented by i) are real numbers.


What is the real number represented by a point on a number line?

It is the real number whose length represents the distance from the zero on the line to the point on the line.


Is there a number that's rational and irrational?

No - the sets of rational and irrational numbers have no intersection. A rational number is any Real number that CAN be represented as a ratio of two integers where the denominator is not zero. An Irrational number is any Real number the CANNOT be represented as a ration of two integers.


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A non-zero real number! In set notation, it may be represented as R \ {0}.


Is 4.83 a real number?

The number 4.83 is a real number. Real numbers include all whole numbers, fractions, and decimals that can be represented as quantities along a continuous line.


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A string of digits and, possibly one decimal point.


Is a square root of a negative number a real number?

no, it is an imaginary number represented by an i. For example, the square root of -4 is 2i.


How is an imaginary number defined?

An imaginary number is a continuous quantity that is the square root of a negative number and cannot be represented on the real number line.


Chart of the real number system?

The real numbers are often represented by the Number Line, a straight line extending (forever) in both, the positive and negative, directions.