If a 6 sided number cube is rolled twice how many possible outcomes are there?

Answer 1

6*6=36

1&1; 1&2; 1&3; 1&4; 1&5; 1&6

2&1; 2&2; 2&3; 2&4; 2&5; 2&6

3&1; 3&2; 3&3; 3&4; 3&5; 3&6

4&1; 4&2; 4&3; 4&4; 4&5; 4&6

5&1; 5&2; 5&3; 5&4; 5&5; 5&6

6&1; 6&2; 6&3; 6&4; 6&5; 6&6

For adding up roll one and roll two, the outcomes are

1+1= 2

1+2=2+1= 3

1+3=2+2=3+1= 4

1+4=2+3=3+2=4+1= 5

1+5=2+4=3+3=4+2=5+1= 6

1+6=2+5=3+4=4+3=5+2=6+1= 7

2+6=3+5=4+4=5+3=6+2= 8

3+6=4+5=5+4=6+3= 9

4+6=5+5=6+4= 10

5+6=6+5= 11

6+6= 12

Odds of adding up to those possible outcomes.

2 = 1:36

3 = 2:36 = 1:18

4 = 3:36 = 1:12

5 = 4:36 = 1:9

6 = 5:36

7 = 6:36 = 1:6 You will total seven more times than others.

8 = 5:36

9 = 4:36 = 1:9

10= 3:36 = 1:12

11= 2:36 = 1:18

12= 1:36