Question

please say the give the step by step explanation it is 9th standard question if you don't now means leave it​

Answer 1

So, we know that,1<21+2<2⇒1<23<2

So, we know that,1<21+2<2⇒1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,

So, we know that,1<21+2<2⇒1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2

So, we know that,1<21+2<2⇒1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.

So, we know that,1<21+2<2⇒1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.And other number can be 1.101110

So, we know that,1<21+2<2⇒1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.And other number can be 1.101110We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.And other number can be 1.101110The repeating decimal.

So, we know that,1<21+2<2⇒1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.And other number can be 1.101110We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.And other number can be 1.101110The repeating decimal.We have,To find the irrational number 1 and 2.So, we know that,1<21+2<2⇒1<23<2Do square roots and we get,1<23<2So, 23 is one rational number.And other number can be 1.101110The repeating decimal.

Hence, this is the answer

Answer 2

QUESTION: Write an irrational number between 1 and 2?

ANSWER: π-2 is an irrational number greater than 1 and less than 2.

hope it helps you

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