difference is an irrational 2 example
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Answered by
1
A number which cant be written in the form of p/q (q≠0) is an irrational number
eq : 4.33133313333.........
√3
√6
etc......
eq : 4.33133313333.........
√3
√6
etc......
Answered by
2
Hello Dear...
Here's your answer..
To know the differences between rational and irrational numbers....You have to know their definitions...
Rational numbers -
The number which can be expressed in the form of p/q and q is not equal to 0.
Irrational numbers -
The number which can be expressed as infinite decimal expansion..where the decimals won't repeat..
So...from this definitions...We can easily differentiate rational and irrational numbers.
Examples for irrational are -
√2 - 1.414........
√3 - 1.732.......
√5 - 2.236.....
_____________________________
Hope this helps you....
Here's your answer..
To know the differences between rational and irrational numbers....You have to know their definitions...
Rational numbers -
The number which can be expressed in the form of p/q and q is not equal to 0.
Irrational numbers -
The number which can be expressed as infinite decimal expansion..where the decimals won't repeat..
So...from this definitions...We can easily differentiate rational and irrational numbers.
Examples for irrational are -
√2 - 1.414........
√3 - 1.732.......
√5 - 2.236.....
_____________________________
Hope this helps you....
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