shahar
Full Member
- Joined
- Jul 19, 2018
- Messages
- 497
The set {0, 1, 2, 3) is given. The only operation on the set is addition.
ff the result of the addition operation is one items of the set, it called internal result,
else it called external result.
The number of exercises with internal result is 4
The number of external result is 6.
How I represent it by representation of combinatorics:
(1) The number exercises of internal result?
(2) The number exercises of external result?
(3) The number of exercises that are derive by commutative law?
ff the result of the addition operation is one items of the set, it called internal result,
else it called external result.
The number of exercises with internal result is 4
The number of external result is 6.
How I represent it by representation of combinatorics:
(1) The number exercises of internal result?
(2) The number exercises of external result?
(3) The number of exercises that are derive by commutative law?
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