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Old 09-1-2006, 03:18 PM   #1
Kilgamayan
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Default Creative Problem Solving

I'm taking this course right now and it seems like the kind of thing a lot of people here would enjoy. It's basically a course full of "make four liters using only a three-liter jug and a five-liter jug"-type problems, although those problems are, of course, the easiest to solve.

Try some:

- Let a, b and c be positive numbers. Prove that (a/b) + (b/c) + (c/a) >= 3.
- For which real numbers c is there a straight line that intersects the curve y = (x^4) + 9(x^3) + c(x^2) + 9x + 4 at four distinct points?
- How many arithmetic problems of the following form are possible? You must use each of the digits 1 through 9 in numerical order from left to right, and you can use any combination of the + and * symbols as you like provided your syntax is still correct. Proper examples include 123+45*6789, 1+2+3+4+5*6+7+89 and 123456789, while 12+3*+456++78*9 does not count.

Now obviously I'm not going to ask any questions where I don't already know the answer, so don't bother accusing me of not doing my own homework. >_>
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