On one side of the card it is written that
"
The statement on the other side of this card is true
"
And on the other side it is written that
"
The statement on the other side of this card is false
"
Which statements is/are true?
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There are two cards, I guess. Look at the grabbing style.
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Grabbing style is consistent witth flipping the same card :)
I think that it is something like liars paradox, when both sentences are true.
It is a circle paradox
A paradox is a statement that contradicts itself or a situation which seems to defy logic. That's a simple definition of paradox. This above scenario is a paradox. This particular paradox is called " DOUBLE LIAR PARADOX " Or " JOURDAIN'S PARADOX " You can check this up in internet. And for the last time please dont change my problems without checking at-least once in internet.
The T/F state of a statement must match what is being pointed towards it to be a valid scenario.
First case: T points a T towards and F therefore thats not it.
Second case: T points an F to an F which points an F to the T so thats not it.
3rd case: The 2 statements are contradictory therefore at least 1 must be wrong.
If they are both false you have an F (2nd statement) pointed a T towards an F which is wrong.
Therefore the scenario is impossible.
Sorry if my solution isn't well written, I'm new to the site! Just wondering if there are more efficient ways of solving this problem than I did.
That's because a statement that is true and false is always false while a statement that is true or false is always true.😊😊😊😊😊
This is not an impossible scenario. I can totally print a card with these statements on each side. The solution should rather read 'No true/false value can be given to each statement.'
I don't find it to be a paradox , it is rather just a contradiction therefore being impossible to speak of the value of truth of any of these propositions being made in rather an irrational way.
This is a paradox. A paradox is a self-contradictory statement that is investigated. Here we see that "The statement on the other side of this card is true" and the other side says, "The statement on the other side of this card is false." You would have to turn it over and over again until they find out they are stuck in an endless loop. So its impossible to determine which is true and which is false.
T H I S I S P A R A D O X
therefore its impossible to determine
The front said the back is telling the truth. If the front is telling the truth, then the back would be telling the truth, which said the front is lying which would make no sense so the answer is o p t i o n 4
But I don't understand, people can just write it, they don't care if it's true or not you know
Because both statements contradict each other, it is an impossible answer.
Both cannot be true, because the second statement would be true, and according to it, the first statement is not true. My brain hurts. XD
Both contradict each other, changing the truth as each side is read.
as soon as i saw this i thout knew that it was a paradox & i new what it was called: grandfather paradox!
A paradox is a statement that contradicts itself or a situation which seems to defy logic. That's a simple definition of paradox. This above scenario is a paradox. This particular paradox is called "DOUBLE LIAR PARADOX" Or "JOURDAIN'S PARADOX" You can check this up in internet. And for the last time please dont change my problems without checking at-least once in internet.
It is not a paradox. a paradox goes on forever, this just contradicts both statements and is a contradiction
Paradox is not something goes on for ever, it is a situation that does not have any logical out come or something that contradicts itself.
Think first statement is true this implies that the second statement is true, but the second statement says the first statement is false, We have started with first statement to be true but ended up with false, so this is not possible.
Think first statement is false in this case the statement two is also false but second statement says that statement one is false, so statement one will be true. We have started with first statement to be false but ended up with first statement to be true.
You see this does not have a logical answer like @Jonathan Moore said...
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This is a paradox, because the truth of one card changes the truth of the other, meaning they cannot be simultaneously resolved.