Frank, John, Mike, Peter and Harry were in a race. Using the clues given below find the position of each runner finished at.

1. Harry wasn't first in the race.
2. John wasn't last but finished raced after Mike.
3. Harry finished the race before Peter.
4. Frank finished the race before the Harry.
5. Peter finished the race in third place.

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Answer : 
1st Position : Frank
2nd Position : Harry
3rd Position : Peter
4th Position : Mike
5th Position : John
Can you fill the numbers 1 to 9 in the square blocs below such a way that it sums 15 from all direction. i.e. Left to Right, Top to Bottom and Diagonally.



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  1. It takes 1 min for Jack to cross the bridgee.
  2. It takes 2 mins for his sister to cross the bridge.
  3. It takes 5 mins for his dad to cross the bridge.
  4. It takes 10 mins for his mom to cross the bridge.
  5. As the bridge is old only 2 of them can cross it at a time. And while crossing it together, fastest needs to walk together with slow pace, so takes more time.
  6. As it is a night, they can't cross the bridge without torch and they have only one torch.

What will be the minimum time required for all of them to cross the bridge?

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Answer : 17 minutes

Step 1 : Jack and his sister crosses the bridge and Jack returns back with torch.
Time Taken : 3 mins (2 + 1)
Step 2 : Jacks's Dad and Mom crosses the bridge and Jack's sister returns back with torch.
Time Taken : 12 mins (10 + 2)
Step 3 : Jack and his sister crosses the bridge
Time Taken : 2 mins

Total Time Taken : 17 minutes (3+12+2)


Only 5% of the masterminds can solve this logical question. Can you solve this?



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Answer : 185

Did you get the correct answer?
Can you fill the numbers between 1 - 8 in the given square boxes such that no consecutive numbers touch each other neither by edge nor by corners.



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In the given square number puzzle, can you fill the rest of the numbers between 1-16 such that all rows and columns and both diagonals add up to 32?





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Answer:
In the square puzzle below, all rows, columns and both diagonals add up to 34.




Can you assemble the following colorful pieces of blocks to form alphabet H?
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Answer :