Apply the General Multiplication Rule in a Uniform Probability Model and Interpret the Answer in Terms of the Model

The probability of _______ means that we want to know the probability of two events happening at the same time.

• B

• A and B

• A or B

• C and D

• None

P(Pizza ∩ Water) =

• 62/182

• 120/400

• 58/400

• 140/400

Tags

CCSS.HSS.CP.A.1

CCSS.HSS.ID.B.5

Match the following based off of the two way table.

• 20/33 or 0.6061

• P(Female ∩ Baseball)

• 20/48 or 0.4167

• P(Football | Male)

• 69/100 or 0.69

• Doesn't match anything, bad number.

• 36/100 or 0.36

• P(Baseball)

• 23/100 or 0.23

• P(Basketball^∁)

Tags

AP stats unit 6

Lottery Tickets: 49% of US adults have purchase a state lottery ticket in the past year. Of these 49%, about 27.5% have an income less than $36,000/year. Find the probability that a randomly selected adult has purchase a lottery ticket and has an income less than $36,000.

• 0.135

• 0.765

• 0.176

• 0.240

Lottery Tickets: 49% of US adults have purchase a state lottery ticket in the past year. Of these 49%, about 27.5% have an income less than $36,000/year. Find the probability that a randomly selected adult has purchase a lottery ticket and has an income less than $36,000.

• 0.135

• 0.765

• 0.176

• 0.240

What is P(A and B)?

(a)  

Find P(Summer and Male)

• 0.156

• 0.122

• 0.578

• 0.556

Tags

CCSS.HSS.CP.A.1

CCSS.HSS.CP.B.8

Students were surveyed about their pet preferences. What is the probability of a student being a freshman and liking dogs best?

• 14/25

• 12/25

• 6/25

• 13/50

What is the probability a randomly selected student is female and can drive?

• 15/60

• 48/60

• 33/120

• 48/120

What is the probability a randomly selected student is female and can drive?

• 15/60

• 48/60

• 33/120

• 48/120