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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 is a real number represented by?
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").
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.
What is any real number that is not equal to zero?
A non-zero real number! In set notation, it may be represented as R \ {0}.
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.
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.
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.
