INDEPENDENT VS DEPENDENT EVENT - GRADE 10

Suppose there were 10 balls: 4-blue, 2-green, 2-yellow, 2-red balls. What is the probability that you can pick blue ball first and yellow ball with replacement?

• 2/15

• 2/25

• 2/75

• 2/10

Suppose there were 10 balls: 3-blue, 3-green, 1-yellow, 3-red balls. What is the probability that you can pick green ball first and red ball with replacement?

• 7/100

• 8/100

• 9/100

• 11/100

  In a deck of cards, what is the probability that you can draw twice simultaneously an Ace and King with replacement?

• 1/160

• 1/163

• 1/166

• 1/169

In a deck of cards, what is the probability that you can draw twice simultaneously both Queen with replacement?

• 1/160

• 1/162

• 1/169

• 1/166

In a deck of cards, what is the probability that you can draw twice simultaneously red card and pip card with replacement?

• 3/13

• 5/13

• 7/13

• 9/13

In a deck of cards, what is the probability that you can draw twice simultaneously and get club and face card with replacement?

• 3/52

• 3/152

• 9/52

• 9/152

In throwing a dice twice simultaneously, what is the probability that you can get an even number and odd number?

• 1

• 1/2

• 1/3

• 1/4

In a box with 10 balls: 4-red. 2-yellow, 2-green, 2-blue balls, what is the probability that you can pick red and blue with replacement?

• 1/25

• 2/25

• 3/25

• 4/25

In a box with 10 balls: 4-red. 2-yellow, 2-green, 2-blue balls, what is the probability that you can pick yellow and green with replacement?

• 1/25

• 2/25

• 3/25

• 4/25

In a box with 10 balls: 4-red. 2-yellow, 2-green, 2-blue balls, what is the probability that you can pick red and blue with replacement?

• 1/25

• 2/25

• 3/25

• 4/25