The number 8549 shown in the picture above is formed by 22 matchsticks.
If you can shift exactly 2 matchsticks to another position, then what will be the square of the smallest integer you can make?
Details and Assumptions:
You can't break the matchsticks.
The digits formed by the matchsticks should be like the LED digits commonly used in calculators & LED watches. Here is an image you can follow:
Check out Matchstick Problem - 4 .
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You fooled us.
Lol. good question.
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Thanks. Please, reshare if you like it.
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Don't worry i always s h a r e g o o d p r o b l e m s like this.
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@Akhil Bansal – this is such a troll but amazing question!
one of the best troll questions I have came across.!! hats off!!
such a troll lol
Nice question , you almost trolled me.But i kind of guessed it.Keep posting more questions in this series
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Thanks. I'm glad you liked it. I've just posted problem 4. You can find it here .
You got me !! , genius problem
WORTH 1000 POINTS
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I am really disappointed that it had been set to 10 points. I've discussed this matter with Calvin Sir and he told me that this kind of trolling problems are not allowed in Brilliant. Got to be careful when posting a problem next time.
I hate you. Lol. The LED stuff has to go though, The number 11 isn't represented by a one digit placeholder. Your answer breaks assumption #2. So technically, while clever, your answer is wrong.
For positive numbers, it is 2401. In case anyone else forgot about half the numbers that exist and followed the rules strictly.
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When did I say anything about placeholder, lol?
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"The digits formed by the matchsticks should be like the LED digits commonly used in calculators & LED watches." In your answer, the digit "11" is used in a way that it is not used in calculators and LED watches. "11" would take up two "spots" by having a "1" next to another "1" They don't just use the outer sides of one LED "cell" to make an "11"
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@Mike Sull – Come on! You know what it meant. By the 'like' word it meant the shape not size.
By the way, 11 is not a digit. It's formed by two digits and they are like the LED digits mentioned in the question.
I disagree! I think the answer should be 2401, because we can make 49 form 8549 by shifting two sticks and making 0049. We can make 0049 by taking out the middle stick from 8 and shifting it to 5 and then taking horizontal stick from 5 and shifting it also to 5, thus making 0049. (0049)^2= 2401.
If you think I am wrong, then please correct me, I would really appreciate it.
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-95119 is much smaller than 49 and it asked for integers and NOT NATURAL NUMBERS
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Thanks, I misunderstood integer for square.
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It was never mentioned in the problem that the number you make should be positive. So you can form − 9 5 1 1 9 as shown below,
And the square will be, ( − 9 5 1 1 9 ) 2 = 9 0 4 7 6 2 4 1 6 1