Only a smart brain can recognize two identical emojis in 10 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.
Embark on a fascinating journey to solve, ponder and conquer the mysterious challenges presented by NEWSTARS Education. With its wide range of spot-the-difference challenges and brain teasers, you’ll find yourself immersed in a world of intellectual exploration.
Only a smart brain can recognize two identical emojis in 10 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.
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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Find the answer to 6+8=12, 4+10=10, 12+20=?
A pattern emerged: 6+8 equals 12, 4+10 equals 10. Now the mystery deepens: What will happen when exploring 12+20 in this exciting sequence?
Here, 6+8 is cleverly transformed into 6/2×8/2, which is simplified to 3×4, which is equal to 12. Extending this logic, for 12+20, it evolves into 12/2×20/2, which gives us 6×10, which gives us the answer of 60.
Balanced equations 2+4=24, 6+3=36, 12+4=?
The sequence starts: 2+4 gets 24, 6+3 gets 36. Now the mystery deepens: What will happen when you explore 12+4 in this fun mode?
Let’s unravel this pattern: In the original equation, 2+4 first equals 6, then multiplied by 4 to get 24. Extending this logic, for 12+4, the initial sum is 16, and then multiplied by 4, we get the answers 2+4=24, 6+3=36, and 12+4=64.
Can you solve the problem 5=20, 4=12, 3=6, then 2=?
The pattern starts with: 5 equals 20, 4 equals 12, and 3 equals 6. Now the mystery deepens: What does 2 mean in this fascinating sequence? Digging deeper into the pattern: In the first equation, 5 is converted elegantly to 5 times 5 minus 5, which gives us 20. Following the same rules, for 2, it becomes 2 times 2 minus 2, giving us the answer 5=20, 4=12, 3=6, so 2=2.
Determine the answer to this equation 65÷5×9+1-2
The equation: 65 ÷ 5 x 9 + 1 – 2. Your challenge is to carefully follow the order of operations and calculate the final result.
First perform the division: 65 ÷ 5 equals 13. Then, continue the multiplication: 13 x 9 equals 117. Add 1 to 117 to get 118, and finally subtract 2 from 118 to get 116. Therefore, the equation 65 ÷ 5 x 9 + 1 – 2 equals 116.
Try solving this 48÷2x(4+11)=?
Test using the following equation: 48 ÷ 2 x (4 + 11). Your task is to quickly navigate the sequence of operations and discover the final result. To solve this equation, follow the order of operations. First, calculate the addition in parentheses: 4 + 11 equals 15. Then, divide: 48 ÷ 2 equals 24. Finally, perform the multiplication: 24 x 15 equals 360. Therefore, the result of the equation is 48 ÷ 2×(4+11)=360.
Equal to 840÷30×6+3
Test using the equation 840 ÷ 30 x 6 + 3. Your goal is to carefully apply the order of operations and find the final result. To solve this equation, follow the order of operations. First perform the division: 840 ÷ 30 equals 28. Then, multiply: 28 x 6 equals 168. Finally, add 3 to 168 to get the final answer of 171. Therefore, the equation 840 ÷ 30 x 6 + 3 equals 171.
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