Probability and Odds Quiz - Marvel Theme!

The probability of Iron Man defeating Thanos in a battle is 5:8. Find the odds in favor of Iron Man defeating Thanos.

• 5/3

• 5/13

• 3/5

• 8/13

Answer explanation

The question states that the probability of getting bonus points is 5:8. To find the odds in favor of getting bonus points, we need to convert the probability ratio into a fraction. The odds in favor are the ratio of getting the bonus to not getting the bonus, which is 5/3.

The odds against Spiderman winning a fight against Thanos are 20:3. What is the probability of Spiderman winning the fight?

• 3/20

• 20/23

• 3/23

• 20/3

Answer explanation

The odds against a customer ordering dessert are given as 20:3. To find the probability of a customer ordering dessert, we need to find the ratio of favorable outcomes (ordering dessert) to the total outcomes. There are 3 favorable outcomes and 20 unfavorable outcomes, making a total of 23 outcomes. So, the probability is 3/23.

The odds in favor of Spiderman receiving a new suit from Iron Man are 5:16. Find the probability of Spiderman receiving a new suit.

• 16/5

• 5/21

• None of these

• 5/16

Answer explanation

The question states that the odds in favor of receiving a gift are 5:16. To find the probability, we need to divide the favorable outcomes (5) by the total outcomes (5+16). So, the probability of Henry receiving a gift is 5/(5+16) = 5/21, which is the correct choice.

Tags

CCSS.HSS.MD.B.6

CCSS.HSS.MD.B.7

The probability of Iron Man defeating Thanos in a battle is 6/13. What are the odds against Iron Man defeating Thanos?

• 7:13

• 6:7

• 7:6

• 13:6

Answer explanation

The question states that the probability of the box having a toy is 6/13. To find the odds against the box having a toy, we need to calculate the ratio of the probability of not having a toy to the probability of having a toy. The probability of not having a toy is 1 - 6/13 = 7/13. Therefore, the odds against the box having a toy are 7:6, which is the correct choice.

Spiderman is at a charity event hosted by Tony Stark and has a chance of receiving a special gadget. The odds in favor of receiving the gadget are 6/17. Find the probability of Spiderman receiving the gadget.

• 6/23

• 17/23

• 17/6

• 23/6

Answer explanation

The odds in favor of Kevin receiving a gift are 6/17. To find the probability, we need to convert odds to probability. The formula is Probability = Odds / (1 + Odds). So, the probability of Kevin receiving a gift is 6/17 / (1 + 6/17) = 6/23, which is the correct choice.

Spiderman is in a battle. He will choose a gadget to see if he can defeat the villain. The odds in favor of Spiderman defeating the villain are 9/2. Find the probability of Spiderman defeating the villain.

• 9/11

• 11/9

• 2/9

• 2/11

Answer explanation

The odds in favor of Ryan winning a prize are 9/2. To find the probability, we need to convert odds to probability. The formula is Probability = Odds / (Odds + 1). So, the probability of Ryan winning a prize is 9/2 / (9/2 + 1) = 9/2 / (11/2) = 9/11. Therefore, the correct choice is 9/11.

Tags

CCSS.HSS.CP.B.7

Iron Man is in a battle. He will choose a weapon to see if he defeats the enemy. The odds in favor of Iron Man defeating the enemy are 9/2. Find the probability of Iron Man NOT defeating the enemy.

• 9/11

• 11/9

• 2/9

• 2/11

Answer explanation

The odds in favor of Ryan winning a prize are 9/2. To find the probability of him NOT winning, we need to find the odds against him winning. The odds against are the reciprocal of the odds in favor, which is 2/9. Therefore, the probability of Ryan NOT winning a prize is 2/11, as the sum of probabilities must equal 1.

Out of 10 Avengers, two are from Earth, five are from other planets, and three are from Asgard. Find the odds against an Avenger from Asgard.

• 3:7

• 3:10

• 7:10

• 7:3

Answer explanation

In the question, there are 10 balloons in total, with 3 being large. To find the odds against large balloons, we need to consider the number of non-large balloons (7) and the total number of large balloons (3). So, the odds against large balloons are 7:3.

Out of 10 Avengers, two are Iron Man suits, five are human, and three are aliens. Find the odds in favor of an Iron Man suit.

• 2:8

• 8:10

• 2:10

• 8:2

Answer explanation

The question asks for the odds in favor of a small balloon. Out of 10 balloons, two are small. So, the odds in favor of a small balloon are 2 (small balloons) to 8 (other size balloons). Hence, the correct answer is 2:8.

Find the odds in favor of Iron Man winning a battle against 52 Marvel Super Heroes in a standard Marvel Universe.

• 1/25

• 1/26

• 1/25

• 1/26

Answer explanation

In a standard deck of 52 cards, there are 2 black eights (one in each suit of clubs and spades). So, the odds in favor of drawing a black eight are 2 out of 52, which simplifies to 1 out of 26. However, the correct answer given is 1 out of 25, which seems to be a mistake.