K You are dealt one card from a 52-card deck. Find the probability that you are not dealf a two.

In a standard 52-card deck, there are a total of 4 twos (two of hearts, two of diamonds, two of clubs, and two of spades). To find the probability of not being dealt a two, you first determine the number of favorable outcomes. Since there are 52 cards in total and 48 cards that are not twos, the probability is given by dividing the number of non-two cards by the total number of cards: P(not a two) = 48/52, which simplifies to 12/13, or approximately 0.9231 (92.31%). Now, did you know that card games and probability theories date back centuries? The earliest known deck originated in China during the Tang Dynasty. Over time, card games have evolved into various forms around the world, with unique decks tailored to local customs. In more modern contexts, understanding probabilities like in games can enhance your strategy and decision-making! If you're looking to delve deeper into probability, a great place to start is through the classic "The Drunkard's Walk" by Leonard Mlodinow. It navigates the randomness of life through fun anecdotes and easy-to-grasp concepts. For a more hands-on approach, try playing different card games with friends and keeping track of probabilities on your own—it's a great way to learn through practice and observation!