Criminal Justice Statistics

CJ 2602: Criminal Justice Statistics

Problem Set #1

Student’s Name_________________________________________________

Be sure to answer all parts of each question. All work must be conducted individually. Show all steps involved in computations. Failure to do so will adversely impact on your grade. If you need more room to work out problems, label the question and attach it to the back of the packet.

Part 1a: Independent and Dependent Variables (1pt each)

For each research question, identify the independent and dependent variable. Be specific.

  1. Research has found the more hours of sleep an individual gets the lower their anxiety is during the day.


IV: ____________________ DV: _____________________



  1. A scientist is interested in the relationship between academic major (e.g., psychology, criminology, social work) and number of beers consumed per week.


IV: ____________________ DV: _____________________



  1. How are test scores influenced by one’s political affiliation (i.e., Republican, Democrat, Libertarian)?


IV: ____________________ DV: _____________________



  1. Does SES (i.e., lower, middle and upper class) effect an individual’s body weight?


IV: ____________________ DV: _____________________



  1. What is the relationship between birth order (i.e., oldest, middle, youngest) and the number of children they have in life?

IV: ____________________ DV: _____________________

Part 1b: Discrete and Continuous Variables (1pt each)

For each variable, identify whether it is continuous or discrete. Circle the correct measure.

  1. The height of a 2-year-old maple tree.

Discrete or Continuous

  1. The number of phone-calls a sales representative makes in a month.

Discrete or Continuous

  1. Age of your grandmother.

Discrete or Continuous

  1. The number of prior arrests for drunk driving.

Discrete or Continuous

  1. An individual’s weight.

Discrete or Continuous


Part 2: Levels of Measurement (1pt each)

For each variable, identify the level of measurement. If a variable is dichotomous, identify the level of measurement and write “Dichotomous” next to your answer.

  1. Type of transportation (e.g., carpool, bus, subway, walk, cab, drive). ________________


  1. Nationality of survey respondents. _______________

  1. Students’ letter grade on a test (i.e., A, B, C, D, F). ________________

  1. A student’s college major (e.g., psychology, criminology, social work, etc.). _____________

  1. Amount of fat (in grams) in a cookie. ___________________

  1. Temperatures (in degrees Fahrenheit) of the ocean at various depths. _______________


  1. Do you agree with Proposition 17 (0 = No; 1 = Yes)? _______________

  1. Professional sporting events (e.g., baseball, football, wrestling, etc.). ________________


  1. Survey responses of “good, better, best.” ____________________

  2. Expenses per month in dollars. _________________

Part 3: Graphic Representations (3pt each)

For each of the examples below, construct a frequency table. Make sure you label your table and fill in all appropriate columns.

  1. The following are responses to the question: “What is your favorite color?”

Red

Purple

Blue

Pink

Blue

Blue

Red

Orange

Green

Yellow

Purple

Yellow

Pink

Red

Purple

Blue

Blue

Blue

Blue

Purple

Orange

Pink

Yellow

Orange

Blue

Make a statement about your table.

  1. The following are responses to the question: “Do you favor affirmative action?”


Neutral

Strongly Against

In Favor

Strongly In Favor

Against

In Favor

Strongly In Favor

Strongly Against

Against

In Favor

In Favor

In Favor

Strongly Against

In Favor

Strongly Against

Strongly In Favor

In Favor

Strongly Against

In Favor

Against






























Make a statement about your table.










  1. The following are responses to the question: “How many jobs have you worked.”

2, 3, 4, 5, 2, 2, 2, 1, 1, 2, 3, 1, 4, 2, 4, 1, 2, 1, 3, 4, 5, 7, 10, 9, 8, 5, 6, 4, 3

Make a statement about your table.

Part 4: Measures of Central Tendency (3pts each)

Calculate the most appropriate measure or measures of central tendency for the following distributions. Students must show all steps.

  1. The following are responses to the question: “What is the age of your oldest relative?”

76, 88, 84, 80, 81, 99, 87, 84, 77, 68, 91, 92, 94, 88

  1. The following are responses to the question: “What is your highest degree earned?”

BA, BA, MA, PhD, PhD, MA, MA, MA, BA, BA, BA, BA, BA, PhD, MA, MA, BA, BA, BA
















  1. The following are responses to the question: “What is your weekly salary?”

$300

$1,200

$600

$750

$250

$650

$100

$500

$450

$700

$500

$400

$1,500

$400

$1,500

$400

$450

$350

$400

$350

$375

Discuss what happens to your measures of central tendency when we give the best intern a raise?

$300

$1,200

$600

$750

$250

$650

$100

$500

$450

$700

$500

$400

$6,500

$400

$1,500

$400

$450

$350

$400

$350

$375

Part 5: Measures of Dispersion (6pts each)

Calculate the most appropriate measures of dispersion for the following distributions. Students must show all steps.

  1. The following represents the yearly total of marijuana seized by the DEA.

Year

Marijuana (in pounds)

2010

2,526

2011

2,489

2012

2,943

2013

3,001

2014

3,050

2015

1,989

2016

2,224

2017

2,569

2018

2,412

2019

2,789

Total

25,992

Graph the standard deviations below on a normal curve. Indicate percentages for each region.

Criminal Justice Statistics 1

  1. The following represents the 10 finalists for Harrisburg’s Pumpkin growing contest.

Contestant

Pumpkin Weight

Contestant #1

21

Contestant #2

23

Contestant #3

29

Contestant #4

13

Contestant #5

20

Contestant #6

34

Contestant #7

35

Contestant #8

14

Contestant #9

25

Contestant #10

19

Total

233

Graph the standard deviations below on a normal curve. Indicate percentages for each region.

Criminal Justice Statistics 2

10