insert 5 rational numbers between 2√5 3√3
Answers
Answer:
√21 , √22 , √23 , 2√6 , √26 are 5 irrational number between 2√5 & 3√3
Step-by-step explanation:
2√5 & 3√3
Squaring both
20 & 27
number between 20 & 27
20 < 21 , 22 , 23 , 24 , 26 < 27 (which are not whole square)
Square rooting these numbers
√20 < √21 , √22 , √23 , √24 , √26 < √27
=> 2√5 <√21 , √22 , √23 , 2√6 , √26 < 3√3
Answer:
√21 , √22 , √23 , 2√6 , √26 are 5 irrational number between 2√5 & 3√3
Step-by-step explanation:
2√5 & 3√3
Squaring both
20 & 27
number between 20 & 27
20 < 21 , 22 , 23 , 24 , 26 < 27 (which are not whole square)
Square rooting these numbers
√20 < √21 , √22 , √23 , √24 , √26 < √27
=> 2√5 <√21 , √22 , √23 , 2√6 , √26 < 3√3
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