You roll two number cubes.Let event A = You roll an even number on the first cube.Let event B = You roll a 6 on the second cube.Are the events independent or dependent? Why?A.Independent, because the outcome of the first roll doesn't affect the outcome of the second roll.B.Dependent, because 6 is an even number.C.Independent, because they have no outcomes in common.D.Dependent, because both cubes have six sides.

Roll two fair dice separately. Each dice has six faces. Let A be the event that either a three or four is rolled first, followed by an even number. Let B be the event that the sum of the two rolls is at most seven. Are A and B independent events?Question 2Answera.Yesb.No

Rolling a fair six-sided die and flipping a coin. Are these events independent or dependent? Selecting a card from a standard deck and rolling a fair six-sided die. Are these events independent or dependent? Drawing a red marble from a bag and drawing a blue marble from the same bag without replacement. Are these events independent or dependent? Choosing a student at random from a class and choosing a student at random again without replacement. Are these events independent or dependent? Picking a yellow Skittle from a bag and picking another yellow Skittle from the same bag without replacement. Are these events independent or dependent? Drawing a spade from a deck of cards and drawing another spade from the same deck without replacement. Are these events independent or dependent? Tossing a fair coin twice. Are these events independent or dependent? Rolling a fair six-sided die twice. Are these events independent or dependent? Choosing a red M&M from a bag and choosing another red M&M from the same bag without replacement. Are these events independent or dependent? Drawing a queen from a deck of cards and drawing another queen from the same deck without replacement. Are these events independent or dependent?

Which is true of dependent events?

When do we say that two events are independent events?*1 pointA. if the two events do not have any common outcomeB. if the two events have at least one common outcomeC. if the first event affects the outcome of the second eventD. if the first event does not affect the outcome of the second event

For Event A and Event B, $P\left(A\right)=\frac{7}{9}$P(A)=79​​ , $P\left(B\right)=\frac{8}{9}$P(B)=89​​ , and $P\left(A\text{ and }B\right)=\frac{56}{81}$P(A and B)=5681​​ . Are the events independent or dependent?Responsesindependentindependentdependent