Assuming you can repeat digits (like the number 1228 for example), there are 84 = 4096.
If you can't repeat digits then it is equivalent to 8!/4! = 1680.
If the digits can repeat, then there are 256 possible combinations. If they can't repeat, then there are 24 possibilities.
There is only one combination. The order of the digits in combinations makes no difference. They are considered as being different if they are permutations, not combinations.
There are only 10 combinations. In each combination one of the 10 digits is left out.
Yuo can make only one combination of 30 digits using 30 digits.
Since the order of the digits does not matter there are only five combinations: 1234, 1235, 1245, 1345 and 2345.
128
If the digits can repeat, then there are 256 possible combinations. If they can't repeat, then there are 24 possibilities.
There is only one combination. The order of the digits in combinations makes no difference. They are considered as being different if they are permutations, not combinations.
There are only 10 combinations. In each combination one of the 10 digits is left out.
654321-100000= 554321 combinations
This is a factorial problem. The first number can be any of ten digits, the second any of nine (because you can't repeat a digit), the third any of eight and the fourth any of the remaining 7 digits. 10x9x8x7=5040 combinations.
There are ten combinations: one each where one of the ten digits, 0-9, is excluded.
Yuo can make only one combination of 30 digits using 30 digits.
Since the order of the digits does not matter there are only five combinations: 1234, 1235, 1245, 1345 and 2345.
With repeating digits, there are 33 = 27 possible combinations.Without repeating any digits, there are 6 combinations:357375537573735753
6 for 3-digits, 6 for 2-digits, 3 for 1-digits, and 15 for all of the combinations
0000-9999 (10x10x10x10 or 104) = 10,000 possible combinations allowing for repeated digits. If you are not able to repeat digits then it's 10 x 9 x 8 x 7 or 5,040 possible combinations without repeated digits.