28
28
18 is an even number between 12 and 29 with digits whose difference is 7. To answer this question, we start with the last part "difference is 7" and come up with a set of values that meet the need as follows: 18 29 [29 is in the set only if the question is inclusive] Now, there is only one even number in the pre-solution set and that number is 18.
you are the number 48
Suppose the smaller number is x. Then the larger number is 4x. Their difference is 4x - x = 3x So, 3x = 27 which gives x = 9 and then 4x = 4-9 = 36 So the numbers are 9 and 36. (Actually, the pair -9 and -36 are also a solution.)
The greatest number that can be made by rearranging the digits is 75431 but, of course, 75314 is much larger and 75 to the power 314 is larger still.The greatest number that can be made by rearranging the digits is 75431 but, of course, 75314 is much larger and 75 to the power 314 is larger still.The greatest number that can be made by rearranging the digits is 75431 but, of course, 75314 is much larger and 75 to the power 314 is larger still.The greatest number that can be made by rearranging the digits is 75431 but, of course, 75314 is much larger and 75 to the power 314 is larger still.
9 on apex
28
28
899
No
The larger number is the number with more digits in this case.
17 \
If the number with the digits reversed can have a leading 0 so that it is a 1-digit number, then 16. Otherwise 13.
18 is an even number between 12 and 29 with digits whose difference is 7. To answer this question, we start with the last part "difference is 7" and come up with a set of values that meet the need as follows: 18 29 [29 is in the set only if the question is inclusive] Now, there is only one even number in the pre-solution set and that number is 18.
The difference between two integers is less than 96. The larger number is 245. Find the smallest value of the other integer.
A positive number is greater than a negative number. If both numbers are positive, the longer number - the one with more digits - is larger. If both have the same number of digits, compare the digits from the left, one at a time until you find one that is different. The one with the larger digit in this last comparison is the larger number.