The sum of the digits of a two digit number is 8. if it's digits are reversed, the new numbers so formed is increased by 18. Find the number.
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given that sum of the digits,that is x and y, is 8. Therefore we can state, x+y = 8. When we reverse (xy) it becomes (yx), in expanded form it can be written as (10y + x). Again it is given that difference between the two numbers is 18.
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