#21

Although paradoxes can be complicated to comprehend at times, there’s no denying that they are equally enjoyable. After all, they have intrigued thinkers right from ancient times. Experts at the Paradox Museum claim that the confusion paradoxes create can be quite pleasurable.
Psychologists call this phenomenon “cognitive dissonance.” The experts point out that it’s akin to the delightful discomfort of holding two opposing beliefs in your mind. Paradoxes boost this sensation, making our brains perform mental gymnastics, they add.
#22

If you randomly guess at this multiple choice question what are the odds you get it right?
a) 25%
b) 50%
c) 25%
d) 0%
>!the solution is there is no right answer, we can prove this by condition:!<
>!case 1: the "right" answer is 25% well then you have a 50% chance of choosing 25 so then the right answer is not 25!<
>!case 2: the "right" answer is 50% well then you have a 25% chance of choosing 50 so that cant be right!<
>!case 3: the "right" answer is 0% well then you have a 25% chance of choosing that so thats not right!<
>!so there is no right answer! Even though it feels like there should be!
#23

#24

"I shave anyone who does not shave himself, and nobody else"
Can the barber shave himself?
Moreover, research emphasizes that our minds react differently when confronted with paradoxes. It explains that being open to paradoxical ideas is a trait called paradoxicality, and accepting it can enhance individuals’ creativity. It also notes that “Niels Bohr, a theoretical physicist and Nobel Prize winner, believed that by holding opposites together, the mind can reach a new level where traditional convergent thinking is suspended.”
#25

Example 1: Berkeley admissions showed that men were significantly more likely to be admitted than women, but when looking at each individual department there was either no bias, or an apparent bias for women.
Example 2: In 1995 and 1996 David Justice had a higher batting average than Derek Jeter, but when you combine the two years, Derek Jeter has a higher average.
#26
Oscar LOVES being angry. So when he's angry, he gets happy. But he HATES being happy, so he is then angry about being happy. Now he's happy because he's angry again. Continue for eternity.
#27

A man builds a time machine to go back in time and meet his favourite composer, Beethoven.
When he gets there, though, no one seems to know who Beethoven is, not even his family: it's like he never existed.
Luckily, the man brought with him all the symphonies Beethoven wrote to get them autographed, so he copies all of them, becoming himself Beethoven.
Now, who wrote those symphonies?
Well, dear readers, you might improve your creativity by going through this entire list. Don’t forget to upvote the ones that you loved. And if you know any other paradoxes, feel free to drop them in the comments. Also, if you want to keep challenging yourself, go through our older list of paradoxes that might break your brain!
#28

Your teacher says you'll have a test next week on a day that you won't be able to predict, not even the morning before the test. So all you know is that it will be one of the days from Monday to Friday.
But is Friday really possible? If it's Friday morning, and you haven't had the test yet, then you would be able to predict with absolute certainty that the test will be that same day, so there's no way the test can be on Friday. Clearly, it must be one of the days from Monday to Thursday.
But is Thursday really possible?
EDIT: Ok, seems like I have to add some clarifying information. **First:** By "predict", I mean "be absolutely certain that there is a test that day", not to just happen to guess right. **Second:** There are people claiming that the teacher is making an erroneous or logically false statement. That's not true. If the teacher gives the exam on Tuesday, then that's a day that the students can't predict. The teacher **doesn't claim** that a test would be unpredictable on any day next week, only that the test will be on a day that isn't predictable.
#29
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#32
There’s lots of different ways to prove it but the simplest for me is this example:
X = 0.9999...
Multiply it by 10, so 10X = 9.9999...
Subtract 1X from 10X or 9.999... - 0.9999... which equals 9
So then 9X = 9, simplify to X = 1
I was in denial for a good bit when I first heard of this.
#33

#34

The statement above is false."
It bends my mind, trying to understand this.
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#40

-Hey Agressive Piggy! I'll make two wishes of yours come true!
-Hello Irritating Fairy, put an unremovable nail in this tree!
*MagiC happens*
-Alright, my second wish is that you pull it out!


