find a two digit number if its units digit exceeds the tens digit by 2 and the difference of the desired number and the sum of its digits is equal to 18
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The required number is 24. Step-by-step explanation: Let (10x + y) be the number, where 'x' is the ten's digit and 'y' is the unit's digit. Since the ten's digit 'x' of the number cannot be a fraction or negative, so x = 2.
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