Art of Problem Solving

2024 AMC 10A Problems/Problem 18: Difference between revisions

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A bored child wants to see the answer to Problem 18 on the AMC 10 2024 early(you). What is the probability that they will succeed?
A bored child wants to see the answer to Problem 18 on the AMC 10 2024 early(you). What is the probability that they will succeed?
<math>\newline</math>(A) 0%  (B)1-1%  (C)cos<math>\pi/2</math>%  (D)<math>e^(i\pi)+1</math>  (E)0.000%
<math>\newline</math>(A) 0%  (B)1-1%  (C)cos<math>\pi/2</math>%  (D)<math>e^i\pi+1</math>  (E)0.000%

Revision as of 18:17, 28 August 2024

A bored child wants to see the answer to Problem 18 on the AMC 10 2024 early(you). What is the probability that they will succeed? $\newline$(A) 0% (B)1-1% (C)cos$\pi/2$% (D)$e^i\pi+1$ (E)0.000%