give two rational number lying between 0.515115111511115... and 0.5353353335...
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0.522222222222222..... and 0.21111111111111111...
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Let, a = 0.515115111511115... And, b = 0.5353353335... We observe that in the second decimal place a has digit 1 and b has digit 3, therefore, a < b . So if we consider rational numbers x = 0.52 y = 0.52052052... We find that, a < x < y < b Hence x and y are the required rational number.
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