- Thread starter
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bergausstein
Active member
- Jul 30, 2013
- 191
please help me understand what my book says:
If set A has only one element a, then $\displaystyle A\,x\,B\,=\, \{\left(a,\, b\right)\,|\,b\,\epsilon\,B\}$, then there is exactly one such element for each element from B.
can you explain what it means and give some examples. thanks!
If set A has only one element a, then $\displaystyle A\,x\,B\,=\, \{\left(a,\, b\right)\,|\,b\,\epsilon\,B\}$, then there is exactly one such element for each element from B.
can you explain what it means and give some examples. thanks!