It will depend on wether you can use 0 and if a number can be repeated but assuming that you can only use each digit once in the equation and that you can count 0 as one of them, your answer would be as follows:
0,1,12
0,2,11
0,3,10
0,4,9
0,5,8
0,6,7
1,2,10
1,3,9
1,4,8
1,5,7
2,3,8
2,4,7
2,5,6
3,4,6
Multitudes of combinations...in what context? Prime numbers or what?
Three numbers that add up to 50 could be 10, 20, and 20. Another example could be 15, 15, and 20. There are countless combinations, but all must total 50 when summed together.
16.65
19
None add up to 30; you would need at least three 6-sided die with numbers 6-11 to add to 30.
Multitudes of combinations...in what context? Prime numbers or what?
yes
16.65
19
None add up to 30; you would need at least three 6-sided die with numbers 6-11 to add to 30.
There are many combinations of three numbers that can add up to 500. One example is 200, 150, and 150, which together equal 500. Another example is 100, 200, and 200. The specific numbers can vary widely depending on the context or constraints given.
4 and 9.
36
The combinations of three numbers that add up to twelve can be represented in various ways, including both positive and negative integers. Some examples include (1, 1, 10), (2, 2, 8), (3, 3, 6), (0, 6, 6), and (4, 4, 4). Additionally, negative numbers can also be included, such as (-1, -1, 14) or (-2, 0, 14). The combinations are numerous and can be derived from different sets of integers.
You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).You add the numbers. Then you divide by the number of numbers (i.e., if you have three numbers, you divide the sum by 3).
An infinite number of combinations of fractions can be aded together to equal three fourths.
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