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Tech Mahindra Interview Puzzle - Aptitude #1 - Tech Mahindra Tricky Logical Interview Problem

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Adolf who passed away recently was the owner of a winery. He possessed 21 barrels of which 7 were full, seven were half and 7 were empty. He has three sons and according to his will, the wine and barrels must be split among his sons in a manner that each one of the three has the same number of full, half and empty barrels.

How can the barrels and wine be divided when there is no measuring device present?

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Tech Mahindra Interview Puzzle - Aptitude #2 - Tech Mahindra Logical Interview Question

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Irene and Andy were eagerly re-counting the result of their annual sports day finale. There were three contestants, Leone, Rhea, and James. Irene recounted that Leone won the award, while Rhea came in second. Andy, on the other hand, recounted that James won the award, while Leone came in second.

Nonetheless, neither Irene nor Andy had given an accurate report of the results of the finale. Each of them had given one truthful statement and one untrue statement. What was the authentic placing of the three contestants?

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Tech Mahindra Interview Puzzle - Aptitude #3 - Odd One Out Interview Question

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There are eight huge chocolate bars in front of you. All of them weighs the same except one which is slightly heavier. A balance scale has been provided to you. How many weighing do you need to find out the heavier one?

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Tech Mahindra Interview Puzzle - Aptitude #4 - Logical Money Interview Question

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Can you calculate the largest amount of money you can have in change but still you won't have enough change to pay for a dollar?

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Tech Mahindra Interview Puzzle - Aptitude #5 - Tech Mahindra Logical Interview Problem

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101 cricket teams took part in the annual state tournament. The champion was chosen on the usual knock out scheme.

All the 101 teams were divided into pairs, and the two teams of each players played against each other. The team who lost was eliminated from the tournament. The winning teams were paired again and they played against each other again.

How many such games must be played to have one winner?

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