what is a historical fact about independent and dependent events. im having so much trouble finding this answer on the enternet. HELP! thanks

independent is needing help dependant is by its self

Dependent "depends" on other variables, while independent does not.

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A historical fact about independent and dependent events is that they played a crucial role in the development of probability theory. One significant event in the history of probability is the exchange of letters between Blaise Pascal and Pierre de Fermat in the 17th century. The correspondence focused on a gambling problem known as the "problem of points," which involved determining how to fairly divide the stakes when a game is interrupted. The solution to this problem depended on calculating probabilities of independent and dependent events.

To find more information about this historical fact, you can try the following steps:

1. Start your search by using keywords such as "history of probability," "Blaise Pascal," and "Pierre de Fermat."

2. Look for reliable sources such as online academic journals, books, or reputable websites. Be cautious of sources that may not be backed by experts or lack credibility.

3. Visit online libraries or databases, like JSTOR or Google Scholar, where you can access scholarly articles related to the history of probability. Inputting specific search terms, such as "independent and dependent events in the history of probability," may yield more targeted results.

4. Explore resources from reputable educational institutions or organizations. University websites often have research papers, lectures, or digital archives that can offer valuable historical context.

5. If the specific historical fact you are looking for is difficult to find directly, widen your search to related topics such as the development of probability theory, early mathematicians, or significant events in the history of mathematics.

Remember to critically evaluate the sources you find, ensure they are reliable and scholarly, and cross-reference information whenever possible.