Question

write a rational number between √2 and √5​

Answer 1

rhe value of

$\sqrt{2} 1.41$

Answer 2

Answer:

1.87

Step-by-step explanation:

We know that

(√2)² =2 and (√5)² =5

Now we got 2,5 which are rational

Formula to find rational number is

Formula to find rational number is =(a+b) /2

Formula to find rational number is =(a+b) /2Take a=2 and b=5

Formula to find rational number is =(a+b) /2Take a=2 and b=5 Now,

Formula to find rational number is =(a+b) /2Take a=2 and b=5 Now, =(a+b) /2

Formula to find rational number is =(a+b) /2Take a=2 and b=5 Now, =(a+b) /2=2+5/2

Formula to find rational number is =(a+b) /2Take a=2 and b=5 Now, =(a+b) /2=2+5/2=7/2

Formula to find rational number is =(a+b) /2Take a=2 and b=5 Now, =(a+b) /2=2+5/2=7/2=3.5

Formula to find rational number is =(a+b) /2Take a=2 and b=5 Now, =(a+b) /2=2+5/2=7/2=3.5 Now find the √3.5=1.87

Formula to find rational number is =(a+b) /2Take a=2 and b=5 Now, =(a+b) /2=2+5/2=7/2=3.5 Now find the √3.5=1.87 a rational number between root 2 and root 5 is 1.87

A rational number is any number that can be expressed as the quotient or fraction of two integers .

So any number between the root 2=1.414 and root 5=2.23 is the correct answer .

Basically the number is

1.41< n> 2.23

HOPE THIS WILL HELP YOU............