I have 6 digits. My hundred thousands is less 1 than my ones digits, 8 greater than my thousands digit. twice my tens digit and four times my hundreds digit. My tens digit is 0.
what number am I ?
The third sentence..
twice my tens digit and four times my hundreds digit
makes no sense to me.
I think you mistyped it. Instead of twice my tens digit, ...twice my ten-thousand digit .. and then anotherchange later, the tenthousands digit is zero.
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To find the number, let's break down the clues given:
1. The tens digit is 0.
2. The hundreds digit is four times the hundreds digit.
3. The thousands digit is eight greater than the hundreds digit.
4. The hundred thousands digit is one less than the ones digit.
Since the tens digit is 0, we can assume that the number is in the form of _ _ _ _ _ 0.
Let's evaluate the clues one by one:
1. The hundreds digit is four times the hundreds digit.
Since the hundreds digit cannot be 0 (as it is already the tens digit), we can disregard this clue.
2. The thousands digit is eight greater than the hundreds digit.
Since the hundreds digit is 0, the thousands digit is 8.
3. The hundred thousands digit is one less than the ones digit.
Since the ones digit has to be greater than the hundred thousands digit, and the ones digit cannot be 0 (as it is already the tens digit), the only possible value for the ones digit is 2. Therefore, the hundred thousands digit is 1.
Now we have the number as 1 _ _ 8 2 0.
To find the missing digits, we use the condition that the hundred thousands digit is less than the ones digit and eight greater than the hundreds digit. The only value that satisfies this condition is 1.
So, the final number is 1 1 0 8 2 0.
Therefore, you are the number 110,820.