Consider the classic ball bag problem. This is a task when you have a bag with balls in it. Depending on the context of the task, we may or may not know which balls are inside the bag. But you can get the balls out of the bag.
Which of the actions or questions belong to statistics or to probability theory?
| Probability Theory | Statistics | |
|---|---|---|
| What is the probability that the third ball drawn is red? | ||
| Remove all balls from the bag and analyze them | ||
| Using this bag of balls, predict what distributions will be in the bigger bag | ||
| What is the probability that the last ball will be red if the previous ball was red? | ||
| Calculate the probability of pulling out a ball of a certain color | ||
| Calculate the mathematical expectation of the average number of balls to be pulled out to get balls of all colors | ||
| Draw bar сhart on the distribution of balls in a bag |
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