Do you have a sharp brain? Find the number 214 in 12 seconds
You can test your brain with a variety of puzzles of varying difficulty, battle in your knowledge arena, and win by finding the answers to start your fun-filled path. Embark on an enjoyable journey to test your brain power with a variety of puzzles of varying difficulty, compete in the arena of your knowledge, and win by uncovering the answers. For your convenience, the answer is at the end.
To make it easier for you to understand, the answers are provided at the end of each puzzle. Now, focus the image a little; your incredible question is shown below. Take a few seconds to jot down this question and think about it. You can keep a pen and paper nearby, or use an iPad if you prefer to solve this puzzle. The answer might be a little challenging, but if you can figure out the trick in the question, you can solve it in under a minute. Now, focus on the image; your brain activation question can be found in the image below.
Do you have a sharp brain?Find the number 214 in 12 seconds – solution
How is the question stated in the above paragraph? For some of them, this may be difficult. But if you discover the trick in the above question, your eyes will not see the difficulty. If you haven’t found the answer yet, try the solution to the above question again. oh! That’s okay.. If you still can’t find the answer after trying a lot, don’t worry. Calm down; the answer is given at the end of this article.
Brainteasers are a great way to test your IQ, eye-hand coordination and problem-solving skills, and at NEWSTARS Education you have the opportunity to exercise your brain and test your logical thinking skills.
Now you can understand the essence of this answer. You are smart enough and smart enough to have figured out the answer. Then, cross-check your answers with the solutions we have given in this passage. If you find the correct answer, you can clap once.
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Equal to 3+3=6, 6+4=12, 7+2=14, 5+3=?
To decipher the underlying pattern, examine how each equation is constructed. For example, 3 + 3 is converted to (3 + 3) + (3 – 3), which results in 6 + 0 = 6. Likewise for 5 + 3: (5 + 3) + (5 – 3) = 8 + 2 = 10.
Solve this 5+3=10, 7+4=35, 10+2=45, 8+6=?
Analyze the construction of each equation. For example, 5 + 3 translates to 5! / (3! × (5 – 3)), which simplifies to 120 / 6 × 2, which results in 10. Likewise, 8 + 6 follows similar logic: 8! / (6!× (8 – 6)) becomes 40320 / 720 × 2, which results in 28.
Try solving this 3+2=7, 5+4=23, 7+6=47, 9+8=79 and then 10+11=?
In the original equation, 3 + 2 translates to 3 × 3 – 2, which simplifies to 9 – 2, which equals 7. Continuing with this logic, 10 + 11 has a similar structure: 10 × 10 – 2 results in 100 – 2 , giving us the answer 98.
Can you find the solution to 111=4, 222=14, 333=36, 444=76 and then 555=?
In the initial equation, 111 is transformed: (1+1+1) + (1x1x1) equals 3+1, which results in 4. Continuing this logic, 555 follows a similar path: (5+5+5) + (5x5x5) equals 15+125, which adds up to 140.
Balanced equation 92-16÷8+10-40÷8=?
Delve into the digital dance choreographed by equations. Starting at 92, subtract 16 divided by 8 to get 90, then add 10 to get 100. Finally, subtract 40 divided by 8 and the final result is 95.
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