This is Rosie...This is me.

This page is primarily based on Rosie, the author of the Octopi website.

ROSIE IS…


1.    Persevering: “Never giving up is elementary to math. Throughout the ages, humans have had to stick to select problems and make sense of them before finally solving them that have allowed us to advance in our overall knowledge. It’s the same thing with the individual.”


2.    Attentive to detail: “When entering math contests, I have encountered endless problems where a tiny detail is that hidden clue to solving the answer, that “skimmers” may not recognize, whether it be a missing inequality or a play on words.”


3.    Hard-working: “Working hard can almost guarantee improvement. In 2011, I received a silver medal in the Math Kangaroo contest in my city, and in 2012, I improved my score but still settled with a silver medal. In 2013, I finally reached the gold as well as getting in the top 10% national-wide for my grade.”



4.    Determined: “You need motivation that drives you to solve a problem. I want to solve a specific problem before referring to the answers because I would feel I would get the method for solving the problem if I got it myself. Besides, it gives me a challenge to rack my brain for the easiest method.”


5.    Self-disciplined: “I plan out and continually learn about concepts that I’m weak on so I can just improve and help myself overall more. I think being critical to yourself isn't necessarily bad; you must know your weaknesses.”


6.    Helpful: “Passing on your knowledge and helping others expand their knowledge almost gives you a confidence that YOUR knowledge is enough to educate somebody who hasn't heard of the concept before. A strong example is this blog itself.”


7.    Quick to grasp concepts: “I have been learning math since I was around 4, grasping simple multiplication tables in grades 1/2. Learning faster can help you advance faster, and give you a more confident grasp on select concepts.”


8.    Well-rounded: “Math is an incredibly diverse subject, ranging from algebra, to geometry, to arithmetic, to probability, etc… and I having a slight understanding of each can be helpful in school, and in competitions.”


9.    A Perfectionist: “What’s wrong with aiming for perfection? It is the ultimate goal that can help you go above and beyond. When I continually aim for perfection I may not feel as pleased as I should be, but it drives me to work even harder next time.”


10.  Rational: “Being aware of logical answers that would make sense can help you not only in math contests, but life in general. There’s always that typical math question when all the answers don’t even make SENSE except for one…”

No comments:

Post a Comment