Difference between revisions of "2024 AMC 10B Problems/Problem 15"

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−	The probability of you cheating on Problem 15 on the 2024 AMC 10B is 100%. (Since you have already looked at this page.) The probability of you clicking on another problem page (and cheating), is 1/2. What is the probability that you cheat for the entire test?	+
−	<math>\textbf{(A)}</math> 1/16777216 <math>\textbf{(B)}</math> 1 <math>\textbf{(C)}</math> 20241015% <math>\textbf{(D)}</math> I have no idea what you are talking about I didn't even look at this page. <math>\textbf{(E)}</math> 0%

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