logic questions with answer tagalog

May I ask what theme you want to write a novel about?

Okay, do you have any questions about the novel that you want me to answer?

The world's top ten brain-burning logic questions were: 1. Pirate Divide With five pirates, they managed to snatch 100 gold coins. They distributed the gold coins according to their levels: - The most powerful pirate proposed a distribution plan, but it required more than half of the people to agree. Otherwise, they would be thrown into the sea to feed the sharks. - The remaining four pirates were also distributed according to the same rules. More than half of them had to agree, or they would be thrown into the sea to feed the sharks. - Every pirate was very smart and only considered their own interests. - How should each pirate be distributed in order to maximize their own interests? 2. three Musketeers The three musketeers were Aldos, Bordeaux, and Arames. "There's at least one knight among us," said Aldos. "There are only two knights among us," Bordeaux said. "Aldos and I are both knights," said Arames. According to the above dialogue, can you tell how many knights are there among the three of them? 3. prisoner's dilemma The police arrested two suspects, A and B, but there was not enough evidence to charge them. So the police imprisoned the suspects separately and met with the two of them separately. They provided the same options to both sides: - If a person pleaded guilty and gave evidence against the other party (known as "betraying" the other party), and the other party remained silent, the person would be released immediately, and the silent person would be sentenced to 10 years in prison. - If both of them remain silent (in the relevant jargon, they "cooperate" with each other), both of them will be sentenced to one year in prison. - If both of them reported each other (betraying each other), they would be sentenced to eight years in prison. - After A and B were separated, they went through the above choices. The problem was: - How would A and B choose? - If A kept silent and B betrayed, what would happen? - If both A and B reported each other, how many years would they be sentenced to? 4. Hanoi tower problem The Tower of Hanoi was a puzzle toy from an ancient Indian legend. When Brahma created the world, he made three diamond pillars. On one of the pillars, there were 64 golden discs stacked in order of size from bottom to top. Brahma ordered Brahmin to place the disc on another pillar in order of size from the bottom. It was also stipulated that the small disk could not be enlarged, and only one disk could be moved between the three pillars at a time. Q: How do I move the disc? 5. Infinite Monkey Theorems If countless monkeys were to randomly type on countless keyboards for an infinite amount of time, then at some point, they would inevitably type out all the works of shakespeare. The key here was "random" and "infinite". Monkeys definitely wouldn't just happen to type out a great literary work because they didn't have that much time to try out all the possibilities. However, they were certain that they could play some parts of the works of William Shaw, as long as they were given enough time and opportunity. According to the above theorem, can we assume that any random event must occur? 6. birthday paradox Randomly pick a group of people, and two of them will have the same birthday (at least two people have the same birthday). If one knew that there were 366 days in a year, then the probability of two people having the same birthday would be more than 50%. If there were 365 days in a year, the probability of two people having the same birthday was 97%. What was the probability of two people having the same birthday? 7. Monty Hall problem The contestants would see three closed doors, one of which had a car behind it, and the door with the car behind it would win the car. The other two doors each had a goat hidden behind them. When the contestant chose a door but did not open it, the host opened one of the remaining two doors, revealing one of the goats. The host would then ask the contestant if they wanted to switch to another door that was still closed. The question was whether switching to another door would increase the contestant's chances of winning the car. 8. Schrodinger's cat Schrodinger's Cat was a thought experiment on quantum mechanics. The content was: A cat was kept in a closed container containing a small amount of radium and helium. There was a chance that radium would decay. If radium decayed, it would trigger a mechanism to break the bottle filled with cyanidation, and the cat would die. If radium did not decay, the cat would survive. According to the theory of quantum mechanics, since radioactive radium was in a state of decay and no decay, cats should be in a state of dead cats and alive cats. This cat that was both dead and alive was the so-called Schrodinger's cat. However, it was impossible for a cat to be both dead and alive, so the results would only be known after the container was opened. So, was the cat dead or alive? 9. Zeno's paradoxes Achilles was a running hero in ancient Greek mythology. In the race between him and the tortoise, he was ten times faster than the tortoise. The tortoise ran 100 meters in front, and he chased after it, but he could not catch up with the tortoise. Because in the competition, the pursuer must first reach the starting point of the chased. When Achilles reached 100 meters, the tortoise had already climbed another 10 meters. Therefore, a new starting point was created. Achilles must continue to chase. When he reached the 10 meters that the tortoise had climbed, the tortoise had already climbed another 1 meter. Achilles could only chase that 1 meter. In this way, the tortoise could create an infinite number of starting points. It could always create a distance between itself and the starting point. No matter how small the distance was, as long as Achilles 'speed was 10 times that of the tortoise, he would never be able to catch up with the tortoise. Then, could Achilles catch up with the tortoise? 10. Brain in a Vat The "brain in a vat" was a hypothesis proposed by Hilary Putnam in 1981. The content was to take a brain out of a human body and place it into a tank filled with nutrient solution to maintain its basic survival. The brain's nerve endings were connected to a computer, and the computer transmitted information to the brain according to the program, so that the brain could maintain the illusion that everything was completely normal. To the brain, the world it lived in was a virtual world created by a computer. Then, could the brain realize that it was in a virtual world? While waiting for the anime, you can also click on the link below to read the classic original work of The King's Avatar!

1. Sun Wukong's first master was (C). [Analysis: Sun Wukong's first master was Grandmaster Bodhi. Grandmaster Bodhi taught him the Seventy-Two Transformations and Somersault Cloud.] 2. Xuanzang passed by Country (A) on his journey to the west. "Analysis: Xuanzang's journey to the west to obtain Buddhist scriptures passed through 90 countries." 3. The fake Monkey King was (B). [Analysis: The fake Monkey King is the Six-Eared Macaque. The Six-Eared Macaque has the same abilities as Sun Wukong. In the end, it was killed by Sun Wukong. This plot also symbolizes Sun Wukong's removal of the "second heart."] 4. The carp monster was subdued by (A). [Analysis: Carp Monster has been subdued by Guanyin.] 5. Sun Wukong killed (C) by plucking the immortal fruit. [Analysis: Sun Wukong killed three of them when he was picking Ginseng Fruits at Wuzhuang Taoist Temple.] 6. The name of the Dragon King of the Southern and Eastern Seas (A). [Analysis: The name of the Dragon King of the South East Sea is Ao Shun.] 7. Tang Sanzang's original name was (A). [Analysis: Tang Sanzang's original name was Chen Xuanzang.] 8. Guan Yin Bodhisattva created the first difficulty (A) for the four of them. [Analysis: Guan Yin Bodhisattva created the 80th difficult task.] 9. Tang Xuanzang chased away Sun Wukong (A) times. [Analysis: Tang Xuanzang chased Sun Wukong away twice.] 10. There was (C) Demon King in the battle between the divine monk and Demon King of Lion Camel Ridge. [Analysis: There are three demon kings in Lion Camel Ridge.] <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>

In the history of ancient Chinese literature, the explanation of terms could be divided into two types: short answer questions and argumentative questions. Short answer questions referred to questions that required a simple explanation or summary of a concept, event, character, etc. They usually required conciseness and focus to allow the reader to quickly understand the knowledge points involved in the question. For example, in the history of ancient Chinese literature, the common types of short-answer questions included: - Ci-chapter studies: studies the arrangement, usage, and meaning of words in poetry. - Prosody: The study of rhyme, rhythm, tone, and other aspects of poetry. - Calligraphy: Study the handwriting, style, strokes, and other aspects of ancient calligraphers. - Literature theory: studies literary phenomena, literary schools, literary creation methods, etc. Essay questions required a detailed explanation or analysis of a problem and on this basis, one's own point of view or conclusion. For example, the common types of essay questions in the history of ancient Chinese literature included: - The Eight Great Masters of the Tang and Song Dynasties: Studying the writers of the Tang and Song Dynasties and their representative works and influences. - History of Chinese literary criticism: studies important events, theories, schools, and other issues in the history of Chinese literary criticism. - Chinese literary tradition, ideology, and culture: studies the literary tradition, ideology, culture, and artistic achievements of ancient China. The main difference between short answer questions and essay questions was that short answer questions required the reader to quickly understand the knowledge points. essay questions required the reader to explain and analyze the knowledge points in detail and put forward their own opinions or conclusions on this basis.