$\setdef{1, 2, 3} \setminus \setdef{2} = \setdef{1, 3}$
Terms
| Term | This example | Why |
|---|---|---|
| set difference | ✓ | $\setdef{1, 2, 3} \setminus \setdef{2}$ is a set difference because it removes the elements of $\setdef{2}$ from $\setdef{1, 2, 3}$. |
| difference | ✗ | $\setdef{1, 2, 3} \setminus \setdef{2}$ is not a difference of numbers, because removing elements is not subtraction. |