At its simplest, probability can be defined as The number of favorable outcomes divided by the number of total outcomes. We will be using this formula throughout the quarter, especially in the context...

At its simplest, probability can be defined as The number of favorable outcomes divided by the number<br>of total outcomes. We will be using this formula throughout the quarter, especially in the context of<br>proportions.<br>For instance, suppose that you randomly select a whole number at least 0 and at most 99 (that is, one of 0,<br>1, 2, ... , 99) from a sequence of random numbers obtained by repeatedly spinning a spinner. What is the<br>probability that the number selected<br>a) is greater than 80?<br>

Extracted text: At its simplest, probability can be defined as The number of favorable outcomes divided by the number of total outcomes. We will be using this formula throughout the quarter, especially in the context of proportions. For instance, suppose that you randomly select a whole number at least 0 and at most 99 (that is, one of 0, 1, 2, ... , 99) from a sequence of random numbers obtained by repeatedly spinning a spinner. What is the probability that the number selected a) is greater than 80?

Jun 10, 2022

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At its simplest, probability can be defined as The number of favorable outcomes divided by the number of total outcomes. We will be using this formula throughout the quarter, especially in the context...

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