1. The average number of blue M&M’s in a “fun size” pack is 8. If the standard deviation of the data is 1.1, find: a)The margin of error with a confidence interval of 96% b)The margin of error with a confidence interval of 92% c)The probability your fun size package will have at most 6 blue M&M’s

3. Determine whether each sampling method is appropriate or not. If the method is not appropriate, briefly discuss why not. a. A student stands outside an expensive restaurant and asks customers their opinion on welfare. b. The National Rifle Association asks subscribers to their magazine to call a toll-free number and take a poll on gun control. c. A researcher stands outside a grocery store and asks shoppers about their weekly grocery bill.

4. Determine whether each sampling method is appropriate or not. If the method is not appropriate, briefly discuss why not. a. A student stands outside an expensive restaurant and asks customers their opinion on welfare. Not appropriate, only one specific restaurant surveyed. b. The National Rifle Association asks subscribers to their magazine to call a toll-free number and take a poll on gun control. Not appropriate, subscribers are probably biased on gun control c. A researcher stands outside a grocery store and asks shoppers about their weekly grocery bill. Appropriate**

5. A school attaches prizes to each student’s report card. There are 4 different prizes – 20% of the report cards have a Bo’s Gift Card, 30% of the report cards have a $5 bill, 40% of the report cards have a sticker, and only 10% of the report cards have a $20 bill. Design a simulation to determine how many students you will need to ask such that you’ve talked to a person who has received every prize.

6. Statistics Review! What’s on the test? Understanding Statistical Studies (observational, experimental, survey) Understanding Random sampling and bias Understanding Normal Distribution (Empirical Rule, Standard Deviation) Understanding Z Scores and their purpose Finding the area under the curve and the probability a data point is selected. Understanding Margin of Error and Confidence Levels Understanding Simulations

7. A study publishes that the average weight of a baby ALLIGATOR is approximately 4.9 pounds with a standard deviation of 1.01 pounds. The researchers are 93.6 percent confident of their findings. When publishing the results, what would you say is the margin of error? 3 points +- 1.87 pounds

8. Lily ran the mile in 7 minutes. The average high school female can run the mile in 8 minutes with a standard deviation of 14 seconds. Find Lily’s z-score. 1 point Eli ran the mile in 6 minutes. The average high school male can run the mile in 6.5 minutes with a standard deviation of 23 seconds. Find Eli’s z-score. 1 point Who was faster?? 1 point - 4.29 - 1.30 Lily compared to her peers

9. What percentage of parrots weigh between 3 and 5 pounds if the average is 4 and the standard deviation is one? 3 points 68%

10. A study publishes that the average weight of a baby ALLIGATOR is approximately 4.9 pounds with a standard deviation of 1.01 pounds. What percentile would an alligator be in if she weighs 3.2 pounds? 2 points 4th

11. Fatma’s z-score for the mile run is -1.2. Sam’s z- score on his recent test was 1.2. Who performed better? 3 points Both performed equally

12. A study publishes that the average weight of a baby ALLIGATOR is approximately 4.9 pounds with a standard deviation of 1.01 pounds. What is the chance you find a baby alligator that weighs more than 5.3 pounds? 2 points 34.6%

13. Trial #12345678910 Number of 3’s A person rolls a number cube 10 times and records the number of 3’s that are rolled. They repeat this trial 10 times. Simulate the trial and record your data below. What was the total percentage of 3’s rolled? If we repeated the trials 10,000 times, what value would you expect for letter a?