In a deck of cards, there are 26 red cards, 18 black cards, and 8 face cards. How many different ways are there to select one or more cards from the deck?
4617
4616
4615
4614
Given that,
The different types of cards are 26 red cards, 18 black cards, and 8 face cards.
The total number of cards is 52 cards.
The number of red cards = 26.
The number of black cards = 18.
The number of face cards = 8.
The formula to find the number of ways of selection is given by,
Therefore, the number of ways of arranging the rings is 4616 ways.
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