By reversing the order of digits of the greatest number made by five different non-zero digits, the new number is the_number using the same five digits.

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Solution

$\Rightarrow$ The greatest number made by five different non-zero digits $= 98765$
$\Rightarrow$ If we reverse the order of the digits, the new number formed $= 56789$
And, $56789$ is the smallest number that can be made using the same digits.
Therefore, the answer is the smallest.

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By reversing the order of digits of the greatest number made by five different non-zero digits, the new number is the_number using the same five digits.

⇒The greatest number made by five different non-zero digits=98765⇒ If we reverse the order of the digits, the new number formed=56789And, 56789 is the smallest number that can be made using the same digits.Therefore, the answer is the smallest.

$\Rightarrow$ The greatest number made by five different non-zero digits $= 98765$
$\Rightarrow$ If we reverse the order of the digits, the new number formed $= 56789$
And, $56789$ is the smallest number that can be made using the same digits.
Therefore, the answer is the smallest.