Explore tweets tagged as #mathematicalproblem
Hint- Look for a pattern in the relationship between the digits. #MathematicalBrainteaser #MathematicalProblem #BrainTeaser #ChallengeAccepted #Puzzle #Buddy4Study
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#jaanejaan - movie is about " #P is #equal to #Np ".😁 A perfect #Math logic!.💥 It is a perfect adaptation of #SuspectX 👍 A gripping #whodunit thriller, which is more like a #MathematicalProblem whose #answer you know but #how ?.💥
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Find the sum of 123456789 + 234567891 + 345678912 + ... + 912345678. Leaflet #calculation Write your answer in the comments!
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Find all prime p such that p = a + b, where a, b are composite. Leaflet #prime_numbers Write your answer in the comments!
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Is there such a number p that all three numbers p-2023, p, p+2023 are prime? Leaflet #prime_numbers Write your answer in the comments!
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There are 25 gold and 26 silver coins, of which exactly one is false. It is known that if the counterfeit coin is gold, it is lighter than the real coin because it is made of less gold, and if the counterfeit coin is silver, it is heavier than the real c…
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Find all pairs of prime numbers p and q such that (p + q)² - pq is a complete square. Leaflet #prime_numbers Write your answer in the comments!
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Can the sum of three different natural numbers be divisible by each summand? Leaflet #divisibility Write your answer in the comments!
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The cabin boy dug out the treasure chest and found three bags of coins in it. The bags contained 18, 22, and 28 coins. There was a note in the chest that one of the bags contained a fake coin that, which differs in weight from the real ones. If the cabi…
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The cabin boy found a new treasure chest, this time it contained 80 bags of gold of various weights. His real weight was written on each bag. Just in case, the cabin boy wrote down all the weights, and for good reason, since the inscriptions on the bags …
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There are 30 real coins and 31 counterfeit coins. A real coin is 3 grams heavier than a counterfeit coin. The magician chooses a random coin and then determines in one weighing on a scale with an arrow whether it is real or not. How does he do this? Lea…
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In a 3×3 square all integers from 1 to 9 are arranged in some way. First, we counted the arithmetic mean of the numbers in four different 2×2 squares (they all turned out to be integers), and then we calculated the arithmetic mean of the four numbers obt…
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John wrote several different natural numbers on the board and divided the sum of these numbers by their product. Then he erased the smallest number and divided the sum of the remaining numbers by their product. The second result was 3 times as many as th…
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Find all prime numbers p for which the following holds: p = a + b = c - d, where a, b, c, d are prime numbers (not necessarily distinct). Leaflet #prime_numbers Write your answer in the comments!
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From which of the largest number of coins will it be possible to find a fake coin, which is lighter than the rest, in 4 weighings? Leaflet #weighing Write your answer in the comments!
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Can 4 sticks of length 1 cm, 4 sticks of length 2 cm, 7 sticks of length 3 cm, and 5 sticks of length 4 cm make a rectangle? (All sticks must be used, they must not be broken.) Leaflet #can Write your answer in the comments!
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Is it possible to arrange the chips in the cells of an 8×8 board so that in any two columns the number of chips is the same, and in any two rows different? Leaflet #can Write your answer in the comments!
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Solve the #mathematicalproblem with this #equation for you will be the #winner of #MillenniumProblems plus #PvsNP and you going to #history for solving it, I am a guy in the internet having waiting for Transtum #Computer
This simple #equation is x + 2 ^ (x - 1) = log of N(T) / T + T-th square root of log of N _ T This #mathematicalproblem is important for solving #PvsNP problem with Transtum #Computer
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David conceived a natural number, multiplied all its digits, and multiplied the result by the conceived number. Could he have gotten 1716? Leaflet #can Write your answer in the comments! Happy Pi Day!
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