SOLUTION: i am a three digit number, my ten digit number is six times more than my ones, and my one hundred digit is eight less than the tens digit

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Question 1154526: i am a three digit number, my ten digit number is six times more than my ones, and my one hundred digit is eight less than the tens digit
Found 4 solutions by Edwin McCravy, Alan3354, MathLover1, josgarithmetic:
Answer by Edwin McCravy(20060)   (Show Source):
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i am a three digit number, my ten digit number is six times more than my
ones,
That's impossible, because 6 is the only digit that can be 6 times a digit, and it is 6 times 1. So 6 has to be the tens digit. But that means there cannot be a one hundred digit because no digit is 8 less than 6. Who gave you an impossible problem? Edwin

Answer by Alan3354(69443)   (Show Source):
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i am a three digit number, my ten digit number is six times more than my ones, and my one hundred digit is eight less than the tens digit
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"six times more" is not six more.
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Not possible, "six times more" = 7 times as much.
1 time more = 2x
2 times more = 3x
etc
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The problem is gibberish.

Answer by MathLover1(20850)   (Show Source):
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"my ten digit number is six times more than my ones" => is the only digit that can be times a digit, and it is .
So has to be the tens digit.
then, "one hundred digit is less than the tens digit" which is :=> no digit is less than

in case "six times more" was mistake and you have "six more" , than solution is possible

let units digit be
since we have digits from to , is greater than or equal to and less than or equal to
tens digit is more than units digit:
so

hundreds digit is eight less than :

solutions:
& -> take first whole number which is

therefore
if ones
tens
hundreds => number is which a three digit number
if ,
tens digit is and
hundreds digit is
=> a three digit number is

Answer by josgarithmetic(39620)   (Show Source):
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my ten digit number is six times more than my ones, and my one hundred digit is eight less than the tens digit
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u, the ones digit
t, tens digit
h, hundreds digit

------------------Could u be 0, or 1, or 2, or 3?

u h 0 -8 1 -7 2 6 3 13

The only possible value for the ones digit is 2; and therefore hundreds digit is 6. This still does not work, giving an unacceptable value for t.

Possible mistakes in the work (or in the problem's description.).