1.You pull out one randomly taken card from a standard deck of cards.

Find the probability that the card is not a Queen.

Use formula: P(not A) = 1 - P(A)

Standard deck of cards has 4 Queens out of total 52 cards.

Simplify final fraction.

1/13, 12/13, 1/4, or 3/4

2. Box has 10 M&M candies: 5 red and 5 blue.

Two candies are taken from this box.

Find the probability that the first randomly taken candy will be red and second will be red again.

Taken candy doesn't go back to the box.

Use formula: P(A and B) = P(A)P(B)

Simplify final fraction.

2/9, 1/5, 5/18, or 1/4

3. One card is drawn from a well-shuffled standard 52-card deck of playing cards.

Find the probability that the card is a KingOR the card is red.

Half of 52 cards are red, half - black.

Out of 4 Kings 2 are red (hearts, diamonds)and 2 are black (spades, clubs).

Use Rule: P(A or B) = P(A) + P(B) - P(A and B)

Simplify final fraction.

1/2, 15/26, 7/13, or 2/13

4. Company has three departments: Office, Sales and Production.

Table below shows how many people work in each department by gender.

Office Sales Production

Male 4 6 13

Female 8 2 7

Based on this table find probability that randomly selected person

in this company is Male AND works in Sales department.

3/20, 1/5, 3/10, or 6/23

5. Company has three departments: Office, Sales and Production.

Table below shows how many people work in each department by gender.

Office Sales Production

Male 4 6 13

Female 8 2 7

Based on this table, find probability that randomly selected person

in this company is Female OR works in the Office department.

12/40, 29/40, 21/40, or 17/40

6. Company has three departments: Office, Sales and Production.

Table below shows how many people work in each department by gender.

Office Sales Production

Male 4 6 13

Female 8 2 7

Find Conditional Probability that randomly selected personin this company

works in Sales department IF person is Female (given that person is Female).

1/4, 2/17, 1/5, or 1/20