#At-most-2-element subsets of a 4-element set?
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That's all the ways of picking 2 or fewer numbers between 1 and 4, with no doublons (and not picking any is a choice)
So once you understand it it becomes a simple counting problem, unless you want to use some simple combinatorial formulas for it
How many at-most-2-element subsets of a 4-element set?
At-most-2-element subsets of a 4-element set?
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