I am talking specially about maths problems....., those of a little bit higher difficulty level.

I am talking specially about maths problems....., those of a little bit higher difficulty level.

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TopNewestFor me, the key is always "What does this problem mean? How can I make it fit a pattern that I know?" If the answer doesn't come to me quickly, I'll draw pictures (for geometry), or work random examples (for integer problems or functions), or twiddle with it until I can say "Ah-hah. This is a blodget."

Then I just solve it with the rule for blodgets. A trivial way of expressing it, but I think that the first question is always, always "What kind of problem is this? What tool should I use to solve it?" – Peter Lynn · 3 years, 9 months ago

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– Riya Gupta · 3 years, 9 months ago

i agree totally with Peter sir..... think over the questions what they are asking.... and think over the concepts you know related to the prob... and when you can co-relate you'll definitely be able to say Eureka :)Log in to reply

My problem is to always find a way to mechanically solve the problem using programing...for example: all maths problems concerning find the least positive integer for certain functions and things, these type of problems literally crack when confronted with programing...thus I level up very quickly :) – Rajarshi Banerjee · 3 years, 9 months ago

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I am not saying that you are wrong, but if you are an avid programmer you should look up for programming challenges on other websites(I'm sure there are many). Leveling up without actually understanding the elegant technique is not what brilliant wants from its students. – Aditya Parson · 3 years, 9 months ago

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– Rajarshi Banerjee · 3 years, 9 months ago

What makes you think I am doing it for points??? I am just trying to prove to the world...well mainly myself that mathematics is a powerful tool, but it has a saturation point, on the other hand if we use computer science with Mathematics we can not only access its full potential, but also simplify the problem....ask your-self would Newton have ever come up with Integral calculus if he knew how to find the area of a equation using co-ordinate geometry combined with the power of computing. See I am not against conventional mathematics, I just want to restore its simplicity where it possible to provide a more simpler outlook....this is the philosophy I believe in and that is why I do it ( well and because my college doesn't start till next month)Log in to reply

– Aditya Parson · 3 years, 9 months ago

I never said explicitly that "you" play for points. It was more general if not anything else. Also, I said that you are not wrong(Nobody is actually, at least in some way). I also think that "simple and complicated" is a subjective matter, and I usually try to not classify stuff into different categories.Log in to reply

– Riya Gupta · 3 years, 9 months ago

fully agreed with Aditya :)Log in to reply