Can you answer these 3 simple brain teasers?
Solving puzzles that require creative thinking is an enjoyable challenge. If you like solving tricky puzzles and figuring out the solutions, you should definitely give this a try. Exploring these mysteries can help keep your mind active and reduce stress and fatigue. You’ll find a variety of illusions, puzzles, and puzzles to explore, as shown below.
Level up your brain and test your IQ today with engaging brain teasers, visual challenges, cryptic riddles, complex math puzzles and intricate matchstick puzzles on NEWSTARS Education.
1. What moves through cities and fields but never moves?
Roads are like paths that connect cities and fields, allowing people and vehicles to travel between them. Although roads are important transportation hubs, they remain static. They do not change position or move like vehicles. This simple observation highlights an interesting aspect of our infrastructure: the contrast between the movement they facilitate and their own stillness.
2. Three doctors said Robert was their brother, but Robert himself said he had no brothers. Who didn’t tell the truth?
In this funny scene, it seems like someone isn’t telling the truth. However, upon closer inspection, we discovered that no one was actually lying. The key to the puzzle is that Robert had three sisters but no brothers. Therefore, when three doctors claim that Robert is their brother, they are not contradicting Robert’s statement because having sisters does not exclude the possibility of having brothers.
3. Two people played five games of chess and each won three games. How can this be?
The interesting answer to this puzzle is that the two men played each of the five chess games against a different opponent. In the first game, let’s say A plays against X opponent and B plays against Y opponent. If A plays opponent X and B plays opponent Y, then they each win one game. In the second game, A plays opponent Y and B plays opponent X. Likewise, if A beats opponent Y and B beats opponent X, then they each win again.
This pattern continued for the remaining three games, with the opponents changing each time. Therefore, in each game, Person A and Person B both win, resulting in each of them winning three out of five games. The key here is that they face different opponents in each game, allowing them to win three games each.
Can you solve 48÷6×2+9-4=?
Solve this math puzzle by solving the expression: 48 ÷ 6 x 2 + 9 – 4. Use the order of operations to decipher its value.
To solve the equation, start with division: 48 ÷ 6 equals 8. Then multiply: 8 x 2 equals 16. Continue addition and subtraction: 16 + 9 equals 25, and finally 48÷6×2+9-4 = 8×2+9-4 = 21.
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Can you solve 11+11=4, 12+12=6, 14+14=?
In this sequence, 11+11 equals 4 and 12+12 equals 6 – can you solve this pattern and determine the value of 14+14? In this sequence, each number is broken down into individual digits and then added. For example, 11+11 is equal to 1+1+1+1, which is 4. Likewise, 14+14 is broken down into 1+4+1+4, giving 14+14=10 as the answer.
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