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I find the first example confusing. The author says "A set is defined as three cards in which each of the four features of the card (color, shape of symbols, n
by Sukotto 17y ago
I find the first example confusing.
The author says "A set is defined as three cards in which each of the four features of the card (color, shape of symbols, number of symbols, and shading) have either all the same value or all different values."
Then the first example of what is a set shows color/shape/number different and shading as the same. Which contradicts the rule he just quoted.
What am I missing here?
- mtinkerhess 17y agoFor each feature, the cards have to be either all different or all the same. What you can't have is two cards of one color and one of another, or two cards of one shade and one of another.
- Sukotto 17y agoAh so, for each quanta, the quanta must be identical across all three cards, or different on each card. All red, or only one red. all solid, or only one solid. Thanks for explaining that me.