Where to find Puzzle 118?
Puzzle 118 – Red and Black Cards is a hidden puzzle that can be found in the Town Hall from the Village Plaza. Interact with the bottom half of the window in the back-right corner of the screen to trigger this puzzle.
How many picarats is Puzzle 118 worth?
Puzzle 118 is worth 50 picarats.
How to solve Puzzle 118?
Puzzle 118 wants you to work out the probability that the number of red cards will match the number of black cards in two halves of a deck.
A jokerless deck of 52 cards sit on the table. The cards are shuffled thoroughly and divided into two stacks of 26 cards labeled A and B.
If you divide the cards as described above and check the contents of each pile 1,000 times, how many times could you expect the number of red cards in one pile to match the number of black cards in the other?
This isn’t as tough of a question as it may potentially seem at first.
In reality, it’s very straightforward so long as you know how many of each suit there are in a deck of cards.
What are the hints for Puzzle 118?
Hint 1
How many red cards and black cards are there in a deck of 52 cards?
Hint 2
There are a total of 26 black cards and 26 red cards in a 52-card deck.
Hint 3
The number of red cards in Pile A is equal to 26 minus the number of black cards in pile A.
You can also reverse this statement and apply it to the black cards, so…
Puzzle 118 Answer
You can expect to match the number of red cards to black cards 1,000 times.
What will most likely have tripped you up is the comparison of different colors across the two piles.
When it turns out that the number of red cards you’re missing from one pile will be in the other, therefore the number of black cards in the second pile will always be the same as red cards in the first.
How did you find this guide? Let me know in the comments.
Where to find Puzzle 118?
Puzzle 118 – Red and Black Cards is a hidden puzzle that can be found in the Village Hall from the Village Square. Interact with the bottom half of the window in the back-right corner of the screen to trigger this puzzle.
How many picarats is Puzzle 118 worth?
Puzzle 118 is worth 50 picarats.
How to solve Puzzle 118?
Puzzle 118 wants you to work out the probability that the number of red cards will match the number of black cards in two halves of a deck.
You have a jokerless deck of 52 cards, which have been shuffled thoroughly. You take the cards and divide them into two stacks of 26 cards each, labelled A and B.
If you divide the cards as described above and check the contents of each pile 1,000 times, how many times could you expect the number of red cards in one pile to match the number of black cards in the other?
This isn’t as tough of a question as it may potentially seem at first.
In reality, it’s very straightforward so long as you know how many of each suit there are in a deck of cards.
What are the hints for Puzzle 118?
Hint 1
How many red cards and black cards are there in a deck of 52 cards?
Hint 2
There are a total of 26 black cards and 26 red cards in a 52-card deck.
Hint 3
The number of red cards in Pile A is equal to 26 minus the number of black cards in pile A.
You can also reverse this statement and apply it to the black cards, so…
Puzzle 118 Answer
You can expect to match the number of red cards to black cards 1,000 times.
What will most likely have tripped you up is the comparison of different colours across the two piles.
When it turns out that the number of red cards you’re missing from one pile will be in the other, therefore the number of black cards in the second pile will always be the same as red cards in the first.
How did you find this guide? Let me know in the comments.
