find 5 rational and irrational numbers between √5 & √10
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Step-by-step explanation:
= 2.23………………
√11 = 3.31………………
Now very clear, between these 2 irrational numbers we can find..
2.2 = 22/10 ✅
2.5 = 25/10 ✅
2.7 =27/10 ✅
3.1 = 31 /10 ✅
3.2 = 32/10 ✅
5 rational numbers…..
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· Answer requested by Jitmanew Tyagi
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Rajeev Malhotra, Home Tutor
Answered September 15, 2018
√5 = 2.23 and √ 11= 3.31. In between these two numbers you have to choose those numbers that are perfect squares. For example 2.25,2.56,2.89,3.24 etc . All these numbers are rational numbers between √5 and √ 11. These are four numbers. You can find fifth number by taking average of any two rational numbers given above. For example : 2.25+2.56/2= 2.405
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Sarvesh Shashidhar, studied at RV College of Engineering
Answered September 15, 2018
If you have paid attention in your basic math class, then you would have realized that between any two rational numbers, there exists infinite other rational numbers.
In relation with your question, the numbers √6, √7, √8, √9, √10 are all rational and lie between √5 and √11
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