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there-is-a-number-when-the-digits-of-the-number-are-suffled-randomly-a-new-number-is-generated-which-is-double-of-the-first-number-The-question-is-what-is-the-smallest-number-which-satisfies-the-rule




Question Number 224393 by fantastic last updated on 07/Sep/25
there is a number   when the digits of the number  are suffled randomly a new  number is generated which  is double of the first number  The question is  what is the smallest number  which satisfies the rules??
$${there}\:{is}\:{a}\:{number}\: \\ $$$${when}\:{the}\:{digits}\:{of}\:{the}\:{number} \\ $$$${are}\:{suffled}\:{randomly}\:{a}\:{new} \\ $$$${number}\:{is}\:{generated}\:{which} \\ $$$${is}\:{double}\:{of}\:{the}\:{first}\:{number} \\ $$$${The}\:{question}\:{is} \\ $$$${what}\:{is}\:{the}\:{smallest}\:{number} \\ $$$${which}\:{satisfies}\:{the}\:{rules}?? \\ $$
Commented by Raphael254 last updated on 08/Sep/25
  in all of the switches of digits,  the resultant number is  the double of the first one?
$$ \\ $$$${in}\:{all}\:{of}\:{the}\:{switches}\:{of}\:{digits}, \\ $$$${the}\:{resultant}\:{number}\:{is} \\ $$$${the}\:{double}\:{of}\:{the}\:{first}\:{one}? \\ $$
Commented by fantastic last updated on 08/Sep/25
no
$${no} \\ $$

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