Mathematical Puzzle

The Latest and exclusive collection of Mathematical Puzzle to tease your brain. Mathematical Puzzle helps exercising the brain and develop it to think logical and solve real world problems differenlty. PuzzleFry brings you the best Mathematical Puzzle, you'll enjoy wide range of Mathematical Puzzle, Lets try few Mathematical Puzzle listed below -

Mathematical Puzzle #341 - Santa mistake on Christmas puzzle
Santa distributes 2 gifts to every child in the street at the Christmas evening. He mistakenly gives 4 gifts to some children. If he distributed 50 gifts to 21 children.

How many children got 4 gifts?

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SherlockHolmes Expert Brain Teaser.
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- 2 answers
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Mathematical Puzzle #342 - Five pieces of chain to make a long chain riddle
You have five pieces of chain, each consisting of three links. You want to make one long chain of these five pieces. Breaking open a link costs 1 dollar, and welding an open link costs 3 dollars.

Is it possible to make one long chain of the five pieces, if you have just 15 dollars?

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SherlockHolmes Expert Math Puzzles.
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Mathematical Puzzle #343 - Create correct mathematical expression
Replace the # symbols with mathematical operations (add, less, multiply or divide) such that the following becomes correct:

9 # 8 # 7 # 6 # 5 # 4 = 91

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SherlockHolmes Expert Math Puzzles.
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Mathematical Puzzle #344 - Dodge ball game strategy puzzle
You, Andrew and Steve decided to play a game of dodge ball. You’re all will be standing in a triangle and you all take turns throwing at one of the others of your choice until there is only one person remaining.
- Your aiming accuracy is 30 percent,
- Andrew aiming accuracy is 50 percent, and
- Steve aiming accuracy is 100 percent i.e. he never misses.
If you hit somebody they are out and no longer get a turn. The order of throwing is You, Andrew, then Steve,

What will be your strategy to have the best chance of winning?
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SherlockHolmes Expert Interview Puzzles.
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Mathematical Puzzle #345 - New year party celebration puzzle
Mr Andrew wants to have a party on new year eve i.e. 1st of Jan, where he will be serving his 512 barrels of wine. In the Christmas celebration, his enemies poisoned one of the barrels. The poison kills any man who drinks the wine in about 6 days.
A plant called Xtonix also get affected and killed by the poison in 6days and can be used to test the wine. Xtonix is very rare plant so very costly and limited, Mr Andrew decided to buy some Xtonix plant to test the poisoned barrel.

How can he identify the single poisoned barrel of wine?
What is the minimum number of plants needed for the same?

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SherlockHolmes Expert Interview Puzzles.
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- 4 answers
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Mathematical Puzzle #346 - Train and man escaping from tunnel riddle
A man walking home takes a shortcut through a train tunnel. A quarter of the way in, he hears a train whistle behind him.
The tunnel is not wide enough for the man to escape being hit by the train, so he must either turn back, or go forward, at his top speed of 20 mph. Either way he will escape, but by the slimmest of margins.

How fast is the train moving?

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Detective Expert Brain Teaser.
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Mathematical Puzzle #347 - 81 Cows and milk distribution Puzzle
A man has eighty one cows ( numbered 1,2,3…81 as such). The beauty is that cow no. 1 gives 1ltr of milk, cow no. 2 gives 2ltrs of milk and so on.

The man wants to equally distribute the cows among his nine sons so that each one of them gets the same quantity of milk.

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SherlockHolmes Expert Interview Puzzles.
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Mathematical Puzzle #348 - Vampires biting puzzle
A vampire enters a town and bites 2 person every night. The bitten 2 persons grows in to two big vampires and bites 4 persons the next night. These 4 vampires bites 6 people the next night and the 6 bites 8 and so on…….

How many vampires will be there on the 5th night?

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SherlockHolmes Expert Math Puzzles.
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Mathematical Puzzle #349 - (Advanced) Cheryl’s Birthday Puzzle
Paul, Sam and Dean are assigned the task of figuring out two numbers. They get the following information:

Both numbers are integers between (including) 1 and 1000

Both numbers may also be identical.

Paul is told the product of the two numbers, Sam the sum and Dean the difference. After receiving their number, the following conversation takes place:
Paul: I do not know the two numbers.
Sam: You did not have to tell me that, I already knew that.
Paul: Then I now know the two numbers.
Sam: I also know them.
Dean: I do not know the two numbers. I can only guess one which may probably be correct but I am not sure.
Paul: I know which one you are assuming but it is incorrect.
Dean: Ok, I also know the two numbers.

What are the two numbers?

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thesucker Expert Hadest puzzles.
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Mathematical Puzzle #350 - You can’t find out!!!
Fariha, Ononno, Richie each got a prime.
Suppose the numbers are A,B,C.
They permute the numbers in the following possible possible ways.
ABC,ACB, BAC, BCA, CAB, CBA.
Each of the permutation itself is a number,and at least four of them are primes!!
A,B,C are same digit numbers.
Find out the value of A,B,C!
If u found many of them, choose them in such a way that the sum of A,B,C becomes minimal!!

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thesucker Expert Math Puzzles.
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- 1 answers
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