![]() A few guesstimations often used in consulting and tech interviewsĢ5. Please consider Linda’s job prospectsĢ4. Find the the Really, Really, Really Big Number Fun brain teasers for the workplace:Ģ3. Players compete to see who can memorize numbers, cards, words, names, and pictures. ![]() Memory League is suitable for kids, adults, and seniors. You can train alone or compete with other players in real-time. Good puzzle for the whole brain: The Blind BeggarĢ2. Here are some free online memory games that you can play to improve your memory abilities. Find the missing number in The Empty TriangleĢ1. Proverbs to exercise your memory and reasoningĢ0. How many… How’s your pattern recognition?ġ9. Yours? A few visual workouts to challenge your mind:ġ8. What is going on with these pictures? Language and logic mind teasers:ġ5. Ten classic optical illusions to trick your mindġ1. Like Battleship, this is one part memory, one part logic, and one part strategy. One person, or team, create a code the other must break by making guesses about the color and position of pegs on a board. Can you identify Apple’s logo? Visual illusions:Ĩ. Another favorite classic board game turned video game app. ![]() Quick brain teasers to flex two key mental musclesħ. Guess: Are there more connections in one human brain or leaves in the whole Amazon? Challenge your cognitive abilities with these brain teaser games:ĥ. You say you can count? Check out this brief attention experimentĤ. You think you know the colors? Try the Stroop TestĢ. Fun teasers on how our brains and minds work:ġ. It is always good to learn more about our brains and to exercise them!. This leaves two spaces for the two C cards, and so only one way to place them, giving $5 \times 3 \times 1 = 15$ possibilities.Here you can enjoy the 25 Brain Teasers, Puzzles & Games that SharpBrains readers (primarily adults, but younger minds too) have enjoyed the most since 2010. Then the first B must go in the first available slot, leaving three options for the second B. The first card must be A again, and there are five remaining choices for the second A. With $n = 3$, there are 15 possible sequences. The chance that of getting a match on your first turn is $\frac$. ![]() In which case, on your second turn you pick a new card, which must be either A or B, allowing you to get a match, so the game take three turns. Alternatively you pick A then B on your first turn. Either you get a match on your first turn, in which case you also get a match on your second turn and the game is over in two turns. When the 2 cards match, it's a pair You win the pair and have the right to play again, otherwise the cards are automatically turned face down and you have to make a new try. With $n = 2$, there are two options for what can happen. The purpose of this memory game is to memorize the locations of the cards in the game and to make pairs of cards by turning them over 2 by 2. You will win in one turn no matter regardless of your strategy. Starting back at $n = 1$, the game is, again, trivial. Do this for both cards you pick on your turn. Now you have to have a strategy, but the perfect strategy is quite straightforward: if you can make a pair, then make a pair, otherwise turn over a card you haven't previously seen. Going, from one extreme to the other, what if you have perfect memory (or if you just don't turn the cards back over). ![]()
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