Give two rational numbers lying between 0.232332333233332 ... and
0.212112111211112.
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Let, a = 0.212112111211112 And, b = 0.232332333233332... Clearly, a < b because in the second decimal place a has digit 1 and b has digit 3 If we consider rational numbers in which the second decimal place has the digit 2, then they will lie between a and b. Let, x = 0.22 y = 0.22112211... Then, a < x < y < b Hence, x, and y are required rational numbers.Read more on Sarthaks.com - https://www.sarthaks.com/101828/give-two-rational-numbers-lying-between-0-232332333233332-and-0-212112111211112
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