A bin contains orange, blue, green, and yellow water balloons. You randomly select two balloons to toss. Are events A and B independent or dependent? Event A: You choose a green balloon first.Event B: You choose a yellow balloon second.

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?

For each experiment, determine whether events A and B are independent or dependent.Experiment Events IndependentDependentA deck contains 10 cards numbered 1 through 10. A card is randomly selected and reinserted into the deck. The deck is shuffled. Then another random selection is made. Event A: The first selection is a 7.Event B: The second selection is a 4.Chau randomly selects a sock from a drawer containing black socks and brown socks, and puts it on. Then another random selection is made from the remaining socks. Event A: The first selection is black.Event B: The second selection is brown.A family has two children. Event A: The older child has red hair.Event B: Both children have red hair.A number cube with sides labeled 1 through 6 is rolled twice. Event A: The first roll is a 6.Event B: The second roll is a 5.A litter of puppies consists of black puppies and white puppies. A puppy is randomly selected and removed from the litter. Then another random selection is made from the remaining puppies. Event A: The first selection is a white puppy.Event B: The second selection is a black puppy.

Use a sample space to determine whether the events are independent. There are three green apples and one red apple in a bowl. You randomly select one apple to eat now and another apple to eat with lunch. Determine whether randomly selecting a green apple first and randomly selecting a green apple second are independent events.

Which two sets of events are most likely independent?A.Event A: A man likes iced tea.Event B: The man sings in a choir.B.Event A: A student practices free throws regularly.Event B: The student makes the basketball team.C.Event A: A student does all her homework for Unit 5.Event B: The student passes the Unit 5 test.D.Event A: A student has brown eyes.Event B: The student is a girl.SUBMITarrow_backPREVIOUS

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.