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What does with replacement mean in math? - Answers

In mathematics, "with replacement" refers to a sampling method in which each item selected from a set is returned to the set before the next selection occurs. This means that each choice is independent, and the total number of possibilities remains constant throughout the sampling process. For example, if drawing a card from a deck with replacement, the same card can be drawn multiple times. This concept is commonly used in probability and statistics to analyze outcomes and events.



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What does with replacement mean in math? - Answers

https://math.answers.com/math-and-arithmetic/What_does_with_replacement_mean_in_math

In mathematics, "with replacement" refers to a sampling method in which each item selected from a set is returned to the set before the next selection occurs. This means that each choice is independent, and the total number of possibilities remains constant throughout the sampling process. For example, if drawing a card from a deck with replacement, the same card can be drawn multiple times. This concept is commonly used in probability and statistics to analyze outcomes and events.



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https://math.answers.com/math-and-arithmetic/What_does_with_replacement_mean_in_math

What does with replacement mean in math? - Answers

In mathematics, "with replacement" refers to a sampling method in which each item selected from a set is returned to the set before the next selection occurs. This means that each choice is independent, and the total number of possibilities remains constant throughout the sampling process. For example, if drawing a card from a deck with replacement, the same card can be drawn multiple times. This concept is commonly used in probability and statistics to analyze outcomes and events.

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      In mathematics, "with replacement" refers to a sampling method in which each item selected from a set is returned to the set before the next selection occurs. This means that each choice is independent, and the total number of possibilities remains constant throughout the sampling process. For example, if drawing a card from a deck with replacement, the same card can be drawn multiple times. This concept is commonly used in probability and statistics to analyze outcomes and events.

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