Probability Ordering Challenge

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Sobre esta actividad

Sort events by probability

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avery

Estados Unidos

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#	Jugador	Acierto	tiempo
1	avery 22 de Abril de 2026	% 100	01:03

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¿Eres capaz de ordenar estos juegos de mesa del más antiguo al más reciente?
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En este juego, los jugadores deben ordenar una lista de homínidos según su evolución cronológica, desde los más antiguos hasta los más recientes.


Probability Ordering ChallengeVersión en línea Sort events by probability por avery 1 Sort the six events from the lowest probability to the highest probability. Roll a sum of 3 on two dice (probability 1/18) Draw an Ace from a standard deck of cards (probability 1/13) Toss at least one head in three coin flips (probability 7/8) Draw a red card from a standard deck (probability 1/2) Roll a double six on two dice (probability 1/36) Roll a sum of 7 on two dice (probability 1/6) 2 A drawer has 5 white socks and 3 black socks (8 total). Two socks are picked without replacement. What is the probability that both socks are black? Write the final answer as a fraction in simplest form. put the correct answer in front 2/8 2/7 3/28 3 Ximena rolls a fair, 6-sided die twice. What is the probability that both rolls land on an even number? put correct answer in front 3/6 1/4 3/57 4 Lay is using the spinner shown to select colors for a new logo design. The letters Y ,R, ,G ,and B on the spinner. If Lay spins the spinner twice what is the probability he will land on the same color both times? put correct answer in front 1/16 1/4 3/16 1/8 5 In a deck of 52 playing cards, there are 4 aces (one in each suit: hearts, diamonds, clubs, and spades). If a card is drawn at random and then replaced back into the deck before drawing again, what is the probability of drawing an ace twice in a row? 1/52 1/13 1/169 1/26

Probability Ordering ChallengeVersión en línea

Sort events by probability

por avery

Sort the six events from the lowest probability to the highest probability.

Roll a sum of 3 on two dice (probability 1/18)

Draw an Ace from a standard deck of cards (probability 1/13)

Toss at least one head in three coin flips (probability 7/8)

Draw a red card from a standard deck (probability 1/2)

Roll a double six on two dice (probability 1/36)

Roll a sum of 7 on two dice (probability 1/6)

A drawer has 5 white socks and 3 black socks (8 total). Two socks are picked without replacement. What is the probability that both socks are black? Write the final answer as a fraction in simplest form. put the correct answer in front

2/8

2/7

3/28

Ximena rolls a fair, 6-sided die twice. What is the probability that both rolls land on an even number? put correct answer in front

3/6

1/4

3/57

Lay is using the spinner shown to select colors for a new logo design. The letters Y ,R, ,G ,and B on the spinner. If Lay spins the spinner twice what is the probability he will land on the same color both times? put correct answer in front

1/16

1/4

3/16

1/8

In a deck of 52 playing cards, there are 4 aces (one in each suit: hearts, diamonds, clubs, and spades). If a card is drawn at random and then replaced back into the deck before drawing again, what is the probability of drawing an ace twice in a row?

1/52

1/13

1/169

1/26

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Probability Ordering Challenge

Filas

Sobre esta actividad

Creada por

Descarga la versión para jugar en papel

Top juegos

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Ordena los Homínidos

Probability Ordering ChallengeVersión en línea

por avery

Sort the six events from the lowest probability to the highest probability.

A drawer has 5 white socks and 3 black socks (8 total). Two socks are picked without replacement. What is the probability that both socks are black? Write the final answer as a fraction in simplest form. put the correct answer in front

Ximena rolls a fair, 6-sided die twice. What is the probability that both rolls land on an even number? put correct answer in front

Lay is using the spinner shown to select colors for a new logo design. The letters Y ,R, ,G ,and B on the spinner. If Lay spins the spinner twice what is the probability he will land on the same color both times? put correct answer in front

In a deck of 52 playing cards, there are 4 aces (one in each suit: hearts, diamonds, clubs, and spades). If a card is drawn at random and then replaced back into the deck before drawing again, what is the probability of drawing an ace twice in a row?

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