Statistics Trivia Quiz: Can You Pass This Advanced Placement Exam?

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| By Gian Petersen

Gian Petersen

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Quizzes Created: 14 | Total Attempts: 8,232

Questions: 5 | Attempts: 512 | Updated: Mar 20, 2023

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Statistics Trivia Quiz: Can You Pass This Advanced Placement Exam? - Quiz

Are you looking for a statistics trivia quiz to help see if you can pass this advanced placement exam? The quiz below will be perfect for you as it gives you the chance to review what you have learned so far and if it is enough to prepare you for the exam adequately. Do give it a try, and be sure to check out other statistics quizzes just like it!

Questions and Answers

1.

Researchers in the Southwest studying tortoise habitat collected the following data. If a tortoise is selected at random, let A = the tortoise is a female, and B = the tortoise is a Morafka. Which answer appropriately interprets the value of P(B|A)? Species Male Female Agassiz 18 33 Morafka 12 15
- A.
  
  31.3% is the probability that a randomly selected Morafka tortoise is a female tortoise.
- B.
  
  31.3% is the probability that a randomly selected female tortoise is a Morafka tortoise.
- C.
  
  19.2% is the probability that a randomly selected Morafka tortoise is a female tortoise.
- D.
  
  19.2% is the probability that a randomly selected female tortoise is a Morafka tortoise.
- E.
  
  31.3% is the probability that a randomly selected tortoise is a female tortoise.
Correct Answer
B. 31.3% is the probability that a randomly selected female tortoise is a Morafka tortoise.

Explanation
The value of P(B|A) represents the probability that a randomly selected female tortoise is a Morafka tortoise. In the given data, there are 15 female Morafka tortoises out of a total of 48 female tortoises. Therefore, the probability is calculated as 15/48 = 31.3%.

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2.

Which of the following is not an advantage of stratified random sampling over simple random sampling?
- A.
  
  When done correctly, a stratified random sampling process has less variability from sample to sample than a simple random sample.
- B.
  
  When done correctly, a stratified random sample can provide, with a smaller sample size, an estimate that is just as reliable as that of a simple random sample with a larger sample size.
- C.
  
  A stratified random sample provides information about each stratum in the population as well as an estimate for the population as a whole, and a simple random sample does not.
- D.
  
  When done correctly, a stratified random sample is less biased than a simple random sample.
- E.
  
  When done correctly, a stratified random sample can provide a more reliable estimate than a simple random sample using the same sample size.
Correct Answer
D. When done correctly, a stratified random sample is less biased than a simple random sample.

Explanation
This answer states that a stratified random sample is less biased than a simple random sample. This means that when using stratified random sampling, the sample is more representative of the population, reducing the potential for bias in the results. This is an advantage of stratified random sampling over simple random sampling, as simple random sampling may have a higher likelihood of introducing bias into the sample.

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3.

The correlation between height in inches and weight in pounds for a particular class is 0.65. If the heights are converted from inches to centimeters, what will the correlation be? (1 in. = 2.54 cm)
- A.
  
  -0.65
- B.
  
  -0.26
- C.
  
  0.10
- D.
  
  0.26
- E.
  
  0.65
Correct Answer
E. 0.65

Explanation
When the heights are converted from inches to centimeters, the numerical values of the heights will change, but the relationship between height and weight will remain the same. Therefore, the correlation between height in centimeters and weight in pounds will also be 0.65.

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4.

Researchers wish to test how rangelands growth is affected by wildfire. A very large open area is divided into 28 equally sized plots and subjected to a controlled burn. One year later, the researchers calculate the percentage of grass returned in each plot after the fire damage. The average percentage return for these 28 plots was 58.5% with a standard deviation of 6.5%. Which of the following represents a 95% confidence interval to estimate the average proportion of grass return one year after fire?
- A.
  
  A
- B.
  
  B
- C.
  
  C
- D.
  
  D
- E.
  
  E
Correct Answer
C. C
5.

A spreadsheet contains a data set that consists of 100 values such that IQR > variance. However, these values must be converted using the following formula: NewValue = 2(OldValue)+10. Which of the following statements is true about the data set consisting of the NewValues?
- A.
  
  The IQR has been increased by 10 units.
- B.
  
  The IQR is now less than the variance.
- C.
  
  The IQR is now double its previous size.
- D.
  
  The IQR has been doubled and then increased by 10 units.
- E.
  
  The IQR has been cut in half.
Correct Answer
C. The IQR is now double its previous size.

Explanation
The given formula, NewValue = 2(OldValue)+10, doubles each value in the data set and adds 10 to it. Since the IQR is a measure of the spread of the middle 50% of the data, doubling each value will also double the range between the 25th and 75th percentiles, resulting in the IQR being double its previous size.

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Current Version
Mar 20, 2023

Quiz Edited by
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Apr 08, 2019

Quiz Created by
Gian Petersen

Statistics Trivia Quiz: Can You Pass This Advanced Placement Exam?

Researchers in the Southwest studying tortoise habitat collected the following data. If a tortoise is selected at random, let A = the tortoise is a female, and B = the tortoise is a Morafka. Which answer appropriately interprets the value of P(B|A)? Species Male Female Agassiz 18 33 Morafka 12 15

Which of the following is not an advantage of stratified random sampling over simple random sampling?

The correlation between height in inches and weight in pounds for a particular class is 0.65. If the heights are converted from inches to centimeters, what will the correlation be? (1 in. = 2.54 cm)

A spreadsheet contains a data set that consists of 100 values such that IQR > variance. However, these values must be converted using the following formula: NewValue = 2(OldValue)+10. Which of the following statements is true about the data set consisting of the NewValues?