How do you decide if two events are independent using a two-way frequency table? (1 point)

© Two events are automatically independent because they have different values.
Show that the quotients of the two individual probabilities are equal to each other.
O Bhany that the product of tv toy tadiudual probabilites is equal to the combined probabily of
Two events have to have the same probability to be independent.

Show that the product of the two individual probabilities is equal to the combined probability. This shows that the occurrence of one event does not affect the occurrence of the other event, indicating that they are independent.