Updated sets.md
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@ -37,6 +37,9 @@ markdown_extensions:
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- pymdownx.mark
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- pymdownx.mark
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- pymdownx.tilde
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- pymdownx.tilde
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- def_list
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- def_list
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- admonition
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- pymdownx.details
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- pymdownx.superfences
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extra_javascript:
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extra_javascript:
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@ -29,3 +29,7 @@ Let $B$ be set with $n$ elements. A subset $A$ of $B$ is completely determined b
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</details>
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</details>
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<br>
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<br>
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??? note "*Proof*:"
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Let $B$ be set with $n$ elements. A subset $A$ of $B$ is completely determined by its elements. For each element $b \in B$ there are two options, it is in $A$ or it is not. So, there are $2^n$ options and thus $2^n$ different subsets $A$ of $B$.
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