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When rolling a standard six-sided die (dot cube), the probability of any specific outcome, including landing with exactly two dots on top, is determined by the number of favorable outcomes divided by the total number of possible outcomes. There is one face with two dots, and there are six possible faces in total. Therefore, the probability of rolling a die and having it stop with exactly two dots on top is 1/6.

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4mo ago

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What is the probability that a rolled dot cube will stop with exactly two dots on top?

One out of six. Note that this question is easier to think of if you use a more familiar name for the object, e.g. a "rolled die", not a "rolled dot cube". Many textbook publishers use the phrases "dot cube" or "number cube" to avoid associating the material with gaming, though the question becomes more intuitive when written "what is the probability that you will roll a 2 on a normal 6-sided die?"


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