0.1010010001.... is non-terminating and non-repeating decimal. We say, it is an irrational number. Do you agree? Justify your answer. Write 5 irrational numbers.
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Answered by
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0.1010010001... is non terminating and non repeating number
so it is an irrational number
examples:
1) 0.1010110111...
2)3.21211211121111....
3)1.41412413414....
4)1.424424442...
5)√2,√3,√7,..
6)∛2,∛3...
so it is an irrational number
examples:
1) 0.1010110111...
2)3.21211211121111....
3)1.41412413414....
4)1.424424442...
5)√2,√3,√7,..
6)∛2,∛3...
Answered by
1
Answer:
yes it is an irrational number as
i)it doesn't have 0 as remainder so it is non terminating
ii)it doesn't repeat so non recurring
When we have non terminating and non recurring at the same time it is irrational number.
5 more examples
1. Square root of 2
2. Pie
3. 0.212212221.......
4. 0.15015001500015........
5. Square root of 35
I hope it helps
yes it is an irrational number as
i)it doesn't have 0 as remainder so it is non terminating
ii)it doesn't repeat so non recurring
When we have non terminating and non recurring at the same time it is irrational number.
5 more examples
1. Square root of 2
2. Pie
3. 0.212212221.......
4. 0.15015001500015........
5. Square root of 35
I hope it helps
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