What is the largest 8-digits number that is a multiple of 9, but which has no two digits the same?
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The largest 8-digit number that is a multiple of 9,but which has no two digits the same is
87654321. It has no repeated digits and 87654321/9=9739369. 8+7+6+5+4+3+2+1=36 and 3+6=9. Thus, according to the divisibility rule of 9, the answer is correct.
87654321. It has no repeated digits and 87654321/9=9739369. 8+7+6+5+4+3+2+1=36 and 3+6=9. Thus, according to the divisibility rule of 9, the answer is correct.
Anonymous:
gud :)
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The largest 8-digit number that is a multiple of 9,but which has no two digits the same is
87654321.
So, proof---->
87654321/9=9739369.
87654321.
So, proof---->
87654321/9=9739369.
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