Long time no see, ha ha, more than two years since I made post here! You all are very good, and help me out when I need it with the difficult questions!
Since that time, I report happiness with both life and Science Olympiad (you can see this by my picture, it is a smiley face for a reason!), having done a very good job in Scrambler. I am happy with my performance, and am glad to come back after a long time and hope to see many of the same faces that helped me so long ago, when I needed it!
After taking a brief stop with the Science Olympiad last year, I come back to see Fermi Questions event happening this year! Ha, very exciting, I do enjoy maths. I hope I will get to do well in the Fermi Question and see many of you again at the national competition!
Hahaha, maybe I chat too long, ok? Now, I say that I have more questions for you: Very hard Math Questions, but I realize hard questions need to be solved in order to make the Math Olympiad Summer Program, which is my goal! So I do hard questions. Maybe too many questions not good, so I give you one at a time, ok? Maybe first problems not so hard, but I appreciate all the help that can be given to me!
Here is the first question that I need help with:
How many ways are there to arrange the numbers 1 through 9 in a 3x3 grid, such that the numbers are increasing from left to right in each row, and increasing from top to bottom in each column?
Again, I am very much appreciative of all of the help you give, and am privileged to call all of you my good friends!
Looking forward to seeing you at the national olympiad.
