Glancing at Candy, who was wearing a smug expression, Mo Jingchun picked up "Olympiad Math" and casually flipped it open to a page.
1. A brother is 18 years old this year, and his younger brother is 12. When the sum of their ages is 40, how old will each brother be?
2. A, B, and C each have some storybooks. A gives some of his books to B and C, doubling the number of books B and C have. B then gives some of his books to A and C, doubling the number of books A and C have. C also gives some of his books to A and B, doubling the number of books A and B have. At this point, A, B, and C each have 16 books. How many storybooks did each of them have originally?
3. A bucket is filled with 8 kilograms of water. If the water is evenly distributed between two buckets, the two buckets can hold 5 and 3 kilograms, respectively. What is the minimum number of pours required?
That's it... That's it???
Mo Jingchun looked surprised. But after a moment's thought, he decided it made sense.
Some questions that were easy for Senior High 3 students were difficult for middle schoolers.
Let alone a scientist like Mo Jingchun, who was incredibly good at advanced mathematics.
Thinking of this, Mo Jingchun was reminded of Wang Haoran.
These questions might not interest Wang Haoran in the slightest.
For Wang Haoran, who had incomparable mathematical talent, it was better to learn more than to spend time solving Olympiad problems.
He casually tossed "Olympiad Math" onto the desk, pursed his lips, and said, "There probably aren't many problems in there that can stump you. If you do run into one, you can ask your homeroom