Correct the equation by adding 1 match to solve the 9-0=3 transformation puzzle
Matchstick puzzles are fun because they test your problem-solving skills. These puzzles make you think carefully and use math in creative ways to find solutions.
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The picture above is a matchstick puzzle, and solving it means finding the hidden rules that guide its operation. Time is of the essence here. You have to quickly figure out the rules behind the puzzles. This challenge requires you to think quickly and be good at analyzing things in a short period of time. This is a moderately difficult challenge for those who are smart and good at noticing the little things. Mastering this puzzle is important because it provides you with valuable skills that can help you in many aspects of life. Although the puzzle looks difficult at first, the main goal is to find the solution by following the given rules and cracking the code. The next section explains the details of this matchstick puzzle and the exciting solutions you will discover.
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The collection of brainteasers offered by NEWSTARS Education spans a variety of genres, ensuring there is something for everyone. From logic puzzles to word games, our extensive range will challenge every curious mind.
Correct the equation solution by adding 1 match to solve the 9-0=3 transformation puzzle
This matchstick puzzle is very challenging and we encourage you to give it a try and find the answer.
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To solve this problem, you need to add a match to the number 3 to turn it into a 9.
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Calculate 7439 ÷ 49 + 156 x 3 – 2314 ÷ 56=?
To find the solution, remember the order of operations. Division and multiplication proceed from left to right: 7439 ÷ 49 equals 151, and 2314 ÷ 56 equals 41. The equation becomes 151 + 156 x 3 – 41. Now, perform multiplication and addition/subtraction from left to right: 156 x 3 equals 468, and 151 + 468 equals 619. Therefore, the solution is 619.
Can you calculate 6785 ÷ 55 + 124 x 6 – 2047 ÷ 49=?
In this problem, order of operations applies. Division and multiplication proceed from left to right: 6785 ÷ 55 equals 123, and 2047 ÷ 49 equals 41. The equation becomes 123 + 124 x 6 – 41. Next, multiply, add and subtract from left to right: 124 x 6 equals 744, and 123 + 744 equals 867. Therefore, the answer is 867.
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