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Yes. Independent events can exist in reality. Dependent events means that one event has had an effect on the other. For instance, if we look at the probability of someone going to the shops, and the probability of them buying an apple, the latter is clearly dependent on the former. Independent events are simply events that don't have this connection. The probability of one does not influence or predict the probability of the other. For instance, if I studied the probability of you going to see a film on a particular day, and the probability of someone in China getting a hole in one in Golf, these are very clearly independent events.

Q: Can independent events exist in reality?

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No, you multiply for independent events.

Yes.

Two events are said to be independent if the outcome of one event does not affect the outcome of the other. Their probabilities are independent probabilities. If the events are not independent then they are dependent.

Independent events.

They are not!

Related questions

reality

Concurrent independent events or simultaneous independent events

Reality refers to the state of things as they actually exist, rather than as they may be perceived or thought to be. It encompasses the physical world, events, and experiences that are tangible and verifiable.

In that case, the events are said to be independent.

Reality can be defined as the state of things as they truly exist, independent of human perception. It encompasses the objective existence of the physical world, including all observable phenomena and experiences.

History is reality of past events.

External reality refers to the physical world outside of our own thoughts and perceptions. It includes all the objects, events, and phenomena that exist independently of our awareness or consciousness. This external reality is the basis of our sensory experiences and scientific understanding of the universe.

I make a cup of coffee and it rains in Sri Lanka are independent events.

Of course not.

Two events are independent if the outcome of one has no effect on the probability of the outcomes for the other.

Events that are not related to the density.

No, you multiply for independent events.