Question

Find two irrational numbers between 0.7 and 0.77

Answer 1

Given nos.:- 0.7 and 0.77
(1) $\sqrt{(0.7)(0.77)} = \sqrt{0.539}$ is an irrational no. between them.
(2) Another no. can be 0.76898035654..................
(3) Another one: 0.7123456789....................

Answer 2

Given :  0.7and 0.77​

To Find :  two irrational number between 0.7and 0.77​

Solution:

Real numbers are the numbers which can be represented on number line.

These are  Rational  and irrational numbers

Rational numbers = p/q  form  where p , q are integers and q≠ 0

rest all real numbers are irrational

0.7 = 7/10  = 70/100

0.77  = 77/100

70/100  <   irrational number  <  77 /100

=> 70² /100²  <    (irrational number )²  <   77² /100

=> 4900 /100²  <  4901/100²  , 4903 /100²  <   5929 /100

(irrational number )²  =  4901/100² ,   4903 /100²

irrational number  =  √4901 / 100  ,  √4903 / 100

or  √0.4901  ,  √0.4903

√0.4901  ,  √0.4903   are two irrational numbers between 0.7and 0.77​

or find using GM  =  √(0.7)(0.77)  = √0.539

√0.539  is  also one  irrational numbers between 0.7 and 0.77

Learn More:

sum of rational numbers whose absolute value is 7/3​

brainly.in/question/30900162

using average, write 3 rational numbers between 14/5 and 16/3 ...

brainly.in/question/10581227

Fill in the missing fractions. __-3/21=5/21 - Brainly.in

brainly.in/question/5617439