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WHAT DIFFERENT HERE ❓?| riddles | Taarak...

WHAT DIFFERENT HERE ❓?| riddles | Taarak Mehta puzzles | puzzle | paheliyan | #shorts #bitbat

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Aladdin is remaining with his last wish. Being very generous he wants to set Genie free by giving him his freedom. But there are certain conditions that are placed on the lamp before one can set Genie free. The lamp asks a riddle and if Aladdin is able to solve this riddle then Genie will be free. Aladdin knowing the risk involved is ready to solve the puzzle. The lamp asks Main track AB and two small branches AD and BD form a railroad triangle. When a locomotive goes from A to B, backs into BD, and moves forward out of AD, it has reversed its direction on AB. In how many moves does the engineer move the black car to BD and the white car to AD, and return the locomotive to face right on AB. The dead end beyond the switch at C can only hold the locomotive or 1 car. Each coupling or uncoupling is 1 move.

Walking down the alluring streets of Paris Jasmine gets attracted to a Vintage shop. The squad enters the shop and they found out a lot of amazing vintage stuff and decided to buy some. The shopkeeper offered them to take the products for free if they are able to solve his riddle. He stated that a person has 2 cubes on his desk. Every day he arranges both the cubes so that the front faces show the current day of the month. Different faces of both the cubes are coloured in 6 different colours. What can be the maximum possible sum of the product of numbers appearing on the same coloured face?

Igor returns from Azkaban 2 days later and finds out that Viktor had solved the puzzles quite easily. So he decides to raise the stakes. He takes Viktor to the room with the life sized chessboard. Viktor was a rather famous chess player, so he didn’t mind. Igor was aware of this, so he brings in a new piece, a SuperQueen.It can perform all moves of a queen as well as a knight. Igor gives Viktor 10 SuperQueens and increases the chess board’s dimensions to 10 xx 10 . He then asks for the number of possible ways that all 10 pieces can be placed on the board without coming in each other’s path. What is the answer?

While working on a jig-saw puzzle, 5 years old Najma says to herself, "Where is the blue piece? No, not this one, darker one that would go here and make this shoe”. This kind of talk is referred to by Vygotsky as

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