The denominator of a rational number is greater than its numerator by 6 if the numerator is increased by 5 and the denominator is decreased by 3 the new number becomes 5/4 find the original number
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let the numerator be x
therefore denominator be x+6
rational no becomes x/x+6
also when we add 5in numerator and subtract 3 from denominator then the rational no. becomes x+5/(x+6)-3 we get 5/4....given

therefore denominator be x+6
rational no becomes x/x+6
also when we add 5in numerator and subtract 3 from denominator then the rational no. becomes x+5/(x+6)-3 we get 5/4....given
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