Froggy Jumps

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Quiz on dependent/independent events.

Created by

Carl Martin

Philippines

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Froggy Jumps Froggy JumpsOnline version Quiz on dependent/independent events. by Carl Martin 1 If you flip a fair coin twice, are the second flip outcomes independent of the first? a No, dependent. b Yes, independent. c Depends on the first flip. 2 Drawing a card from a standard deck without replacement: is the second card's suit affected by the first? a No, independent. b Only if jokers are involved. c Yes, dependent. 3 Drawing two cards with replacement: are the events independent? a Yes, independent. b No, dependent. c Only if suits match. 4 Drawing two cards without replacement: are the events dependent? a Depends on the suits. b No, independent. c Yes, dependent. 5 If the first card drawn is an Ace and there is no replacement, does the probability of the second being a King change? a Only if Ace was a King. b Yes, dependent. c No, independent. 6 In a bag with 2 red and 2 blue balls, drawing two without replacement, is the color of the first draw affecting the second? a Yes, dependent. b Depends on the order. c No, independent. 7 Are independent events ever mutually exclusive? a Yes. b Only with dice. c No. 8 A biased coin has P(head)=0.6. If you flip it twice, are the flips independent? a Only the first flip matters. b Yes, independent. c No, dependent. 9 If you roll a die and then flip a coin, are these two events independent? a Yes, independent. b Only if the coin lands heads. c No, dependent. 10 If P(A\|B) = P(A), does it imply A and B are independent? a True. b False. c Only if B certain.

Froggy Jumps

Froggy JumpsOnline version

Quiz on dependent/independent events.

by Carl Martin

If you flip a fair coin twice, are the second flip outcomes independent of the first?

No, dependent.

Yes, independent.

Depends on the first flip.

Drawing a card from a standard deck without replacement: is the second card's suit affected by the first?

No, independent.

Only if jokers are involved.

Yes, dependent.

Drawing two cards with replacement: are the events independent?

Yes, independent.

No, dependent.

Only if suits match.

Drawing two cards without replacement: are the events dependent?

Depends on the suits.

No, independent.

Yes, dependent.

If the first card drawn is an Ace and there is no replacement, does the probability of the second being a King change?

Only if Ace was a King.

Yes, dependent.

No, independent.

In a bag with 2 red and 2 blue balls, drawing two without replacement, is the color of the first draw affecting the second?

Yes, dependent.

Depends on the order.

No, independent.

Are independent events ever mutually exclusive?

Yes.

Only with dice.

No.

A biased coin has P(head)=0.6. If you flip it twice, are the flips independent?

Only the first flip matters.

Yes, independent.

No, dependent.

If you roll a die and then flip a coin, are these two events independent?

Yes, independent.

Only if the coin lands heads.

No, dependent.

If P(A|B) = P(A), does it imply A and B are independent?

True.

False.

Only if B certain.

You can integrate the game into an LMS compatible with LTI 1.1 or LTI 1.3 such as Canvas, Moodle, or Blackboard. This way, the scores will be automatically saved into the platform’s gradebook.

Froggy Jumps

Froggy Jumps

About this activity

Created by

Download the paper version to play

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Froggy Jumps

Froggy JumpsOnline version

by Carl Martin

If you flip a fair coin twice, are the second flip outcomes independent of the first?

Drawing a card from a standard deck without replacement: is the second card's suit affected by the first?

Drawing two cards with replacement: are the events independent?

Drawing two cards without replacement: are the events dependent?

If the first card drawn is an Ace and there is no replacement, does the probability of the second being a King change?

In a bag with 2 red and 2 blue balls, drawing two without replacement, is the color of the first draw affecting the second?

Are independent events ever mutually exclusive?

A biased coin has P(head)=0.6. If you flip it twice, are the flips independent?

If you roll a die and then flip a coin, are these two events independent?

If P(A|B) = P(A), does it imply A and B are independent?

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