determine whether the experiment is a binomial experiment. If it is, identify the values of n, p, q, and x. If it isn’t, state why not. A bag contains 7 red, 5 blue, and 8 purple marbles. You choose 4 marbles from the bag, with replacement. The random variable, x, represents the number of purple marbles obtained.

Yes, n=4, p=8/20=0.4, q=1-0.4=0.6, x=0,1,2,3,4

No, because the selections are not independent.

No, because the probability of selecting a purple marble changes after each draw.

Yes, n=20, p=4/20=0.2, q=0.8, x=0,1,2,3,4

determine whether the experiment is a binomial experiment. If it is, identify the values of n, p, q, and x. If it isn’t, state why not. Bags of Skittles contain 36% red candies. One candy is selected from each of 15 bags. The random variable, x, represents the number of red candies selected.

Yes, n=15, p=0.36, q=1-0.36=0.64, x=0,1,...,15

No, because the probability of selecting a red candy changes with each selection.

No, because the number of trials is not fixed.

Yes, n=36, p=0.15, q=0.85, x=0,1,...,36

determine whether the experiment is a binomial experiment. If it is, identify the values of n, p, q, and x. If it isn’t, state why not. A bag contains 7 red, 5 blue, and 8 purple marbles. You choose 4 marbles from the bag, without replacement. The random variable, x, represents the number of purple marbles obtained.

No, because trials are not independent.

Yes, n = 4, p = 8/20, q = 12/20, x = number of purple marbles.

No, because there are more than two outcomes for each trial.

Yes, n = 4, p = 7/20, q = 13/20, x = number of red marbles.

determine whether the experiment is a binomial experiment. If it is, identify the values of n, p, q, and x. If it isn’t, state why not. A person chooses 6 cards from a standard deck, replacing the card after each choice. The random variable, x, represents the number of diamonds obtained.

Yes, n=6, p=13/52=0.25, q=1-0.25=0.75, x=0,1,2,3,4,5,6

No, because the selections are not independent.

No, because the probability of getting a diamond changes after each draw.

Yes, n=6, p=1/4, q=3/4, x=0,1,2,3,4,5,6

On a statistics test, the class mean was a 63 with a standard deviation of 7. On the same day, a biology test was given. The class mean for this test was 23 with a standard deviation of 3.9. Each of the following students took both of these tests that day. Determine which test each student scored relatively better on. Show all work. Eric got a 73 on stats test and 26 on Biology test.

Eric's z-score for stats: 1.43, for bio: 0.77. Eric did better on stats.

Eric's z-score for stats: 0.77, for bio: 1.43. Eric did better on bio.

Eric's z-score for stats: 1.43, for bio: 1.43. Eric did equally well on both.

Eric's z-score for stats: 0.77, for bio: 0.77. Eric did equally well on both.

On a statistics test, the class mean was a 63 with a standard deviation of 7. On the same day, a biology test was given. The class mean for this test was 23 with a standard deviation of 3.9. Each of the following students took both of these tests that day. Determine which test each student scored relatively better on. Show all work. (Hint: You will need to calculate z-scores.) : Judy scored a 60 on the statistics test and a 20 on the biology test.

Judy's z-score for stats: -0.43, for bio: -0.77. Judy did better on stats.

Judy's z-score for stats: 0.43, for bio: 0.77. Judy did better on bio.

Judy's z-score for stats: -0.77, for bio: -0.43. Judy did better on bio.

Judy's z-score for stats: 0.77, for bio: 0.43. Judy did better on stats.

On a statistics test, the class mean was a 63 with a standard deviation of 7. On the same day, a biology test was given. The class mean for this test was 23 with a standard deviation of 3.9. Each of the following students took both of these tests that day. Determine which test each student scored relatively better on. Susan scored a 78 on the statistics test and a 29 on the biology test.

Susan's z-score for stats: 2.14, for bio: 1.54. Susan did better on stats.

Susan's z-score for stats: 1.54, for bio: 2.14. Susan did better on bio.

Susan's z-score for stats: 2.14, for bio: 2.14. Susan did equally well on both tests.

Susan's z-score for stats: 1.54, for bio: 1.54. Susan did equally well on both tests.

On a statistics test, the class mean was a 63 with a standard deviation of 7. On the same day, a biology test was given. The class mean for this test was 23 with a standard deviation of 3.9. Each of the following students took both of these tests that day. Determine which test each student scored relatively better on. : Andy scored a 73 on the statistics test and a 26 on the biology test.

Andy's z-score for stats: 1.43, for bio: 0.77. Andy did better on stats.

Andy's z-score for stats: 0.77, for bio: 1.43. Andy did better on bio.

Andy's z-score for stats: 1.28, for bio: 0.92. Andy did better on stats.

Andy's z-score for stats: 0.92, for bio: 1.28. Andy did better on bio.

On a statistics test, the class mean was a 63 with a standard deviation of 7. On the same day, a biology test was given. The class mean for this test was 23 with a standard deviation of 3.9. Each of the following students took both of these tests that day. Determine which test each student scored relatively better on. Kerry scored a 63 on the statistics test and a 23 on the biology test.

Kerry's z-score for stats: 0, for bio: 0. Kerry did the same on both tests.

Kerry's z-score for stats: 1, for bio: 0. Kerry did better on the statistics test.

Kerry's z-score for stats: 0, for bio: 1. Kerry did better on the biology test.

Kerry's z-score for stats: -1, for bio: -1. Kerry did worse on both tests.

Final Exam Review

Authored by Angelia Stewart

Mathematics

10th Grade

CCSS covered

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62 questions

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MULTIPLE CHOICE QUESTION

30 sec • 1 pt

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study: A study to determine whether eating oatmeal can help lower blood pressure.

Experiment

Observational study

Simulation

Survey

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how a 3rd grader puts together a puzzle.

Observational study

Experiment

Simulation

Survey

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how satisfied customers are with the service received.

Survey

Observational study

Experiment

Simulation

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how effective a new wrinkle cream is.

Experiment

Observational study

Simulation

Survey

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how effective air bags are.

simulation

observational study

experiment

survey

MULTIPLE CHOICE QUESTION

30 sec • 1 pt

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used: Every 10th person boarding a plane is searched.

systematic

simple random

stratified

convenience

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used:
Each person in a class is assigned a number and a random number table is used to select 7 of them to participate in a experiment.

Simple random sampling

Stratified sampling

Cluster sampling

Convenience sampling

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Final Exam Review

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study: A study to determine whether eating oatmeal can help lower blood pressure.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how a 3rd grader puts together a puzzle.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how satisfied customers are with the service received.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how effective a new wrinkle cream is.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how effective air bags are.

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used: Every 10th person boarding a plane is searched.

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used:
Each person in a class is assigned a number and a random number table is used to select 7 of them to participate in a experiment.

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used: Students at BSHS are divided up by class, and all of the seniors are asked to take a survey.

What is the shape of each of the following distributions?

What is the shape of each of the following distributions?

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Discover more resources for Mathematics

Final Exam Review

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study: A study to determine whether eating oatmeal can help lower blood pressure.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study: A study to determine how a 3rd grader puts together a puzzle.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study: A study to determine how satisfied customers are with the service received.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:A study to determine how effective a new wrinkle cream is.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:A study to determine how effective air bags are.

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used: Every 10th person boarding a plane is searched.

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used:Each person in a class is assigned a number and a random number table is used to select 7 of them to participate in a experiment.

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used: Students at BSHS are divided up by class, and all of the seniors are asked to take a survey.

What is the shape of each of the following distributions?

What is the shape of each of the following distributions?

Access all questions and much more by creating a free account

Similar Resources on Wayground

Popular Resources on Wayground

Discover more resources for Mathematics

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how a 3rd grader puts together a puzzle.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how satisfied customers are with the service received.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how effective a new wrinkle cream is.

For each of the following, name the method of data collection (observational study, experiment, simulation, or survey) that would be BEST to use for the study:
A study to determine how effective air bags are.

For each of the following, identify which sampling technique (simple random, stratified, cluster, systematic, or convenience) is being used:
Each person in a class is assigned a number and a random number table is used to select 7 of them to participate in a experiment.