Chapter 5
Chapter 6
Chapter 7
Chapter 8
100

What mathematical operation is used when "not" ends up in a probability problem?

Subtraction

100

16.9% of FBI agents are female. In a random sample of 25 FBI agents 3 are female. Identify n, p, and x.

n = 25

p = 0.169

x = 3

100

IQ scores of adults are normally distributed with a mean of 100 and a standard deviation of 15. What is the probability an adult will have an IQ above 110?

0.252

100

How large does a sample size need to be ensure that the central limit will apply?

30

200

Consider a standard deck of cards. What is the probability a randomly selected card has a number on it?

36/52

200

16.9% of FBI agents are female. What is the probability in a random sample of 25 FBI agents that 3 are female?

0.143

200

The price of college math text books are normally distributed with a mean of $168 and a standard deviation of $26. What is the probability a college math textbook will cost less than $125?

0.049

200

9.4% of children between ages 2 to 17 in the U.S. have an ADHD diagnosis.  In a sample of 450 children 8% have an ADHD diagnosis.

What is the population proportion?

What is the sample proportion?

population proportion = 0.094

sample proportion 0.08

300

Consider a spinner that has numbers 1 to 20. What is the probability the spinner will land on a multiple of 5 or an odd number?

12/20

300

You work for a bank. It is known that 3% of all credit card transactions in your region are fraudulent. You pull a sample of 75 transactions. What is the mean number of fraudulent transactions?

2.25

300

The price of college math text books are normally distributed with a mean of $168 and a standard deviation of $26. What is the probability a college math textbook will cost between $130 and $150?

0.172

300

9.4% of children between ages 2 to 17 in the U.S. have an ADHD diagnosis.  In a sample of 450 children 8% have an ADHD diagnosis.

What is the standard deviation of the sampling distribution of proportions?

0.014

400

Box of 12 light bulbs.  9 are good and 3 are defective.  What is the probability you randomly choose 2 and they are both good?

72/132

400

You work for a bank. It is known that 3% of all credit card transactions in your region are fraudulent. You pull a sample of 75 transactions. What is the standard deviation for the number of fraudulent transactions?

1.48

400

The weights of adult male Labrador Retrievers are normally distributed with a mean of 87 pounds and a standard deviation of 8 pounds. What weight separates the lightest 30% of male Labrador Retrievers?

82.8 pounds

400

9.4% of children between ages 2 to 17 in the U.S. have an ADHD diagnosis.  What is the probability in a sample of 450 children less than 8% have an ADHD diagnosis?

0.159

500

Randomly select 1 card from a standard deck of cards. What is the probability it has a number on it given that it is a heart?

9/13

500

You work for a bank. It is known that 3% of all credit card transactions in your region are fraudulent. You pull a sample of 75 transactions. Would it be unusual to find 5 fraudulent transactions? You must explain why!

No

500

Suppose the time that Americans spend watching TV per day is normally distributed with a mean of 2 hours and standard deviation of 0.75 hours. What time separates the longest 15% of times?

8.78 hours

500

The average student loan debt for college graduates is $25,050 with a standard deviation is $12,000. What is the probability a sample of 100 college graduates their mean student load debt is greater than $27,000?

0.052

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