Difference between revisions of "2017 AMC 12B"

(use this template but dont abuse it. Remember that no one knows the problems yet.)
 
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Problem 24: This is a geometry problem which nobody will get. No, you're not getting it. You know what? People seem to be getting these problems too often. Next year, hyperbolic IMO level geometry problem which everyone guesses correctly because there was a prime and/or relevant square root in the numerator or denominator.
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Problem 24: This is a geometry problem which nobody will get. No, you're not getting it. You know what? People seem to be getting these problems too often. Next year, hyperbolic IMO level geometry problem which everyone guesses correctly because there was a large prime and/or relevant square root in the numerator or denominator.
  
 
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Revision as of 19:14, 8 February 2017

AMC 12B Problems (use this as a template)

Problem 1: Easy problem just so everyone can get at least one right

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Problem 2: Slightly harder but still easy

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Problem 3: Easy but geometry and people hate it

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Problem 5: Bullshit problem where everyone whines that MAA put in a troll problem. If you got it wrong just deal with it.

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Problem 6: ROD. In this problem you will solve a 2nd order differential equation to find the number of RODS in a ROD while a tungsten ROD is under gravity and the electromagnetic force. Assume that air resistance and your chance of getting this right is 0.

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Problem 10: People never shut up about geometry, so here's another geometry problem. Good luck!

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Problem 12: Combinatorics

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Problem 17: Another generic combinatoric problem

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Problem 22/23?: This is another interesting polynomial problem. You will regret it after the competition is over because you found a really simple solution but didn't use it and gave up.

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Problem 24: This is a geometry problem which nobody will get. No, you're not getting it. You know what? People seem to be getting these problems too often. Next year, hyperbolic IMO level geometry problem which everyone guesses correctly because there was a large prime and/or relevant square root in the numerator or denominator.

(a) (b) (c) (d) (e)

Problem 25: This complex number problem is actually really easy, you just had no idea because you were overwhelmed during the competition and didn't look at all the problems.

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