Unit’s place digit of a two digited number is greater than the ten's place digit by 6. If the product of the digits be less than the number by 12, what may be the unit's place digit?
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The unit digit of a two digit number exceeds its tens' digit by 6 and the product of two digits is less by 12 from the number. Hence find the required quadratic equation. ∴ The number x×10+x+6=11x+6.
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