Which set of events is dependent?(1 point)
Responses
choosing a marble from a box, replacing it, then choosing another marble
choosing a marble from a box, replacing it, then choosing another marble
choosing a ball from a bag and then choosing another ball without replacing the first
choosing a ball from a bag and then choosing another ball without replacing the first
the event of getting two heads when flipping two fair coins
the event of getting two heads when flipping two fair coins
rolling a number cube and flipping a coin
5 answers
rolling a number cube and flipping a coin
how is this dependent?a
The event of rolling a number cube and flipping a coin is not dependent on each other because the outcome of one event does not affect the outcome of the other. The result of flipping a coin does not impact the result of rolling a number cube, and vice versa. Therefore, these events are independent of each other.
Which set of events is dependent?(1 point)
Responses
choosing a marble from a box, replacing it, then choosing another marble
choosing a marble from a box, replacing it, then choosing another marble
choosing a ball from a bag and then choosing another ball without replacing the first
choosing a ball from a bag and then choosing another ball without replacing the first
the event of getting two heads when flipping two fair coins
the event of getting two heads when flipping two fair coins
rolling a number cube and flipping a coin
Responses
choosing a marble from a box, replacing it, then choosing another marble
choosing a marble from a box, replacing it, then choosing another marble
choosing a ball from a bag and then choosing another ball without replacing the first
choosing a ball from a bag and then choosing another ball without replacing the first
the event of getting two heads when flipping two fair coins
the event of getting two heads when flipping two fair coins
rolling a number cube and flipping a coin
The set of events that is dependent is:
- choosing a ball from a bag and then choosing another ball without replacing the first
When choosing a ball from a bag and then choosing another ball without replacing the first, the outcome of the first event (which ball is chosen) affects the chances or probabilities of the second event (which ball is chosen next). This is an example of dependent events, as the outcome of the first event impacts the outcome of the second event.
- choosing a ball from a bag and then choosing another ball without replacing the first
When choosing a ball from a bag and then choosing another ball without replacing the first, the outcome of the first event (which ball is chosen) affects the chances or probabilities of the second event (which ball is chosen next). This is an example of dependent events, as the outcome of the first event impacts the outcome of the second event.
1 answer