6
multiply
The number is 85.
When the "factors" of a number are listed, the list is usually restricted to positive factors. Then there would be no answer to the question, because no group of positive numbers can add up to make zero.
Common three-digit multiples of 27 and 11 are 297, 594 and 891. None of their digits add up to 10.
Each integer has a finite number of factors and an infinite number of multiples.
If you add together all the factors of the number six, you will get an answer of 12:1+2+3+6=12
8128 They're known as perfect numbers.
Any four-digit number will do. Add it to the number 33333, to get the original number you have to subtract from.Any four-digit number will do. Add it to the number 33333, to get the original number you have to subtract from.Any four-digit number will do. Add it to the number 33333, to get the original number you have to subtract from.Any four-digit number will do. Add it to the number 33333, to get the original number you have to subtract from.
You line up the last numbers and then add it!
No. There's no two digit numbers that could do this. The largest two digit number is 99. If you add 99 to itself, you only get 198, which is much smaller than a four digit number.
6
You can reduce the number by known factors to make it more manageable. Plus there are tricks for different numbers: If the number is even, then 2 is a factor. If the digits add up to a multiple of 3 then 3 is a factor. If the ones digit is a 5 or 0 (with a tens digit greater than or equal to 1), then 5 is a factor. If the ones digit is a 0 then 10 is a factor. If the digits have the property that the first minus the second, plus the third, minus the fourth, (alternating signs) equals 0, then 11 is a factor. There are other tricks but these factors would be the most common.
Nothing special about it. 489 +65 554
The only two single digit numbers that add up to 18 are 9 and 9. 9x9=18 18/9=9 therefore the answer is 9
999,999 is 6 digits Adding 1 makes it 1,000,000 = a 7 digit number.
10,000,001
Add the last digit (units digit) to twice the previous digit (tens digit). If this sum is divisible by 4, so is the original number.