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Georgia Southern University

Digital Commons@Georgia Southern

Interdisciplinary STEM Teaching & Learning Conference

Mar 3rd, 7:00 PM - 9:00 PM

Effectiveness of a Supplemental Instruction

Program in a Statistics Course

Emily Baum

Georgia College & State University, [email protected]

Follow this and additional works at:https://digitalcommons.georgiasouthern.edu/stem

This event is brought to you for free and open access by the Conferences & Events at Digital Commons@Georgia Southern. It has been accepted for inclusion in Interdisciplinary STEM Teaching & Learning Conference by an authorized administrator of Digital Commons@Georgia Southern. For more information, please [email protected].

Recommended Citation

Baum, Emily, "Effectiveness of a Supplemental Instruction Program in a Statistics Course" (2016). Interdisciplinary STEM Teaching &

Learning Conference. 29.

(2)

Effectiveness of Supplemental Instruction in a Statistics Course

GA Scholarship of STEM Teaching and Learning Conference Georgia Southern University Emily Baum | Brandon Samples Georgia College & State University March 4, 2016

(3)

It is important to explore how supplemental instruction serves as a “bridge” between students and instructors.

Academic Support Resources

• Lecture • Discussion • Instructional Tasks • Office Hours

Course Resources

Alternative Resources

• Learning Center • Private Tutoring • Online Supplemental Instruction

(4)

Supplemental Instruction Program

Provides assistance in high risk courses through peer-assisted

study sessions

SI Sessions facilitated by an SI Leader

•Review class material •Ask questions •Develop study skills •Prepare for exams

•Collaboration with peers

•Free service for students

(5)

•Selected by professors or SI

coordinator

•Proficient in mathematical

content areas in which they

plan to assist

•Model Student

•Act as a Mentor

Supplemental Instruction Leader

Qualities of a Good SI Leader:

About an SI Leader:

Duties:

•Attend class lectures

•Plan and facilitate

study sessions

•Meet with professor

•Attend SI trainings

(6)

Analyzing the Effects of Supplemental Instruction

What constitutes regular attendance? Is having access enough to increase success? Questions About Effective Supplemental Instruction How does it affect course grades in general? Which classes benefit from SI support?

(7)

D

A

T

A

Collected for

Fall 2011-Spring

2015

Not including summer statistics courses offered • Gender • Course grade • Access to SI • SI Session attendance • GPA and High School GPA • Standardized test scores • Class standing • Major • Instructor • Class times • Days of the week

4311 students

in 124 sections

(8)

About the Students:

60.6% 39.4% 1750 1800 381 127 1698 2613

(9)

About the Students

Data collected for Fall 2011-Spring 2015 1476 3395 916 843 1290 702

(10)

A

4

B

3

C

2

D

1

F

W

I

excluded

Course Grade

*

A

4

B

3

C

2

D

1

F

0

W

I

Course Grade

excluded

0

Grading Scale

(11)

N Mean DeviationStd. Freshman 1750 2.95 1.024 Sophomore 1800 2.84 1.093 Junior 381 2.45 1.240 Senior 127 2.30 1.382

Class Standing

Data collected for Fall 2011-Spring 2015 statistics courses

(12)

Course Grade Course Grade*

Female Male Female Male

N 2475 1583 2607 1695 Mean Rank 2,138.89 1,858.48 2,269.54 1,969.95 Total N 4058 4302 Mann-Whitney U 1,688,233.500 1,901,707.500 Sig .000000000000006439 .000000000000000888 Difference is statistically

significant Difference is statistically significant

Course Grade Course Grade*

Female Male Female Male

N 2475 1583 2607 1695

Mean 2.95 2.66 2.80 2.48

Std. Dev 1.045 1.163 1.206 1.304

Levene’s Test

Equal Variances Not

Assumed Equal Variances Not Assumed

t 7.935 7.904

Sig .000, Significant Difference .000, Significant Difference

(13)

ACCESS TO SI

VS.

COURSE GRADE

3395 916 Data collected for Fall 2011-Spring 2015

(14)

COURSE GRADE* VS. ACCESS TO SI

Access No Access N 911 3391 Mean Rank 1,949.63 2,205.73 Total N 4302 Mann-Whitney U 1,360,696.000 Sig .000000008968

Reject the null hypothesis

Difference is statistically significant Independent Samples T Test Access No Access N 911 3391 Mean 2.47 2.73 Std. Dev. 1.284 1.241 Levene’s Test Equal Variances Not Assumed t 5.316 Sig .000, Significant Difference Independent Samples Mann-Whitney U Test

(15)

COURSE GRADE* VS. ACCESS TO SI

Access No Access N 911 3391 Mean Rank 1,949.63 2,205.73 Total N 4302 Mann-Whitney U 1,360,696.000 Sig .000000008968

Reject the null hypothesis

Difference is statistically significant Independent Samples T Test Access No Access N 911 3391 Mean 2.47 2.73 Std. Dev. 1.284 1.241 Levene’s Test Equal Variances Not Assumed t 5.316 Sig .000, Significant Difference Independent Samples Mann-Whitney U Test

Why?

(16)

As a result of these observations, it is

essential that we look deeper into the

access to SI groups to compare those

who utilized SI resources versus

those that do not.

(17)

SI ATTENDANCE

VS.

COURSE GRADE

483 433 Data collected for Fall 2011-Spring 2015

(18)

COURSE GRADE* VS. ATTENDANCE AT SI

Attended Did Not Attend

N 430 481 Mean Rank 526.83 392.68 Total N 911 Mann-Whitney U 133,870.000 Sig .0000000000000018 Reject the null hypothesis. Difference is statistically significant Attended SI Did Not Attend SI N 430 481 Mean 2.87 2.12 Std. Deviation .988 1.411 Levene’s Test Equal Variances Not Assumed t -9.360 Sig .000, Significant Difference Independent Samples T Test Independent Samples Mann-Whitney U Test 430 481 400 410 420 430 440 450 460 470 480 490

(19)

Screen Shot 2015-11-12 at 11.33.58 PM

ONE-WAY ANOVA

Access-Did Not Attend AttendedAccess- AccessNo

N 481 430 3391 Mean 2.12 2.87 2.73 Std. Deviation 1.411 .988 1.241 Between groups Within groups Sum of Squares 173.400 6598.391 df 2 4299 Mean Square 86.7000 1.535 F 56.487 Sig. .000

(20)

EFFECTIVE SI

ATTENDANCE

1-4

8-10

11+

(21)

A N O V A

Visits Course Grade Course Grade*

N Mean N Mean 0 409 2.49 481 2.12 1-4 335 2.91 339 2.88 5-7 52 2.67 52 2.67 8-10 19 3.47 19 3.47 11+ 20 2.65 20 2.65 Total: 835 2.7 911 2.47 Between groups Within groups Sum of Squares 44.096 949.453 df 4 830 Mean Square 11.024 1.144 F 9.637 Sig. .000

ATTENDANCE

ONE –WAY ANOVA

(22)

Visits Course Grade Course Grade* N Mean N Mean 0 409 2.49 481 2.12 1-4 335 2.91 339 2.88 5-7 52 2.67 52 2.67 8-10 19 3.47 19 3.47 11+ 20 2.65 20 2.65 Total: 835 2.7 911 2.47

ATTENDANCE

ONE –WAY ANOVA

(23)

ANCOVA

Course Grade

Visits N Mean Adjusted Mean

0 331 2.64 2.704a 1-4 280 3.04 3.004a 5-7 44 2.86 2.745a 8-10 19 3.47 3.226a 11+ 17 2.59 2.505a Total: 691 2.7 2.837a a. Covariates appearing in the model are evaluated at the following values: HSGPA=3.4320 Covariate: High School GPA

(24)

Student Perspective

1. “Having an SI has greatly affected my learning experience for the better. I feel more

confident

in taking tests, reviewing material and

understanding

lecture.”

2. “Having a supplemental instructor has allowed

me to ask more in depth questions

about

the material we are learning at a time other than during class. Overall, it has been a

positive

learning experience

.”

3. “I would go as far as to say that having an

SI has increased my grade

as much as 10 points

in some instances. I understand concepts more fully and easily than without and SI.”

4. “It has benefitted my learning experience,

given me more direction

in the material I study,

and keeps me more

accountable

.”

5. For statistics, having an SI has helped me learn the material beyond just making calculations. I

now understand

why I do the calculations and why the outcomes make

sense.

(25)

SI Leader Perspective Survey

REASONS TO BECOME AN SI:

1.

“I wanted to

help

younger math students,

solidify the content knowledge

for myself, and work more closely with the math department

professors

.”

2.

“My goal used to be to become a teacher and I had heard what a

rewarding

and

educating

experience it was to be an SI.”

3.

“I want to teach and being an SI felt like good practice and what I learned as

far as

teaching techniques

,

professional skills

, etc has helped me see what

challenges and joys I may face in my profession.”

4.

“I

enjoy

tutoring and helping people. I also like having the review in the

classes.”

(26)

SI Leader Perspective Survey

DESCRIBE THE IMPACT YOU FEEL YOU’VE HAD ON YOUR STUDENTS:

1.

“I feel like my students have an

increased

amount of

content knowledge

and they have also

gained study skills

.”

2.

“There is nothing more rewarding then an SI student excitedly giving me a

high-five and saying he got an A on the quiz because of me. Being an SI is one

of the best experiences I have ever had.”

3.

“I hope that I help them

understand concepts better

as well as learn

how

to study better

and become

successful

students

.”

4.

“Several students have told me that if not for SI, they would have failed. I’ve

also heard that I’ve ‘really helped’ my students ‘learn the material.’ Several of

my former students are now SI Leaders. It makes me feel like a proud

(27)

SI Leader Perspective Survey

HOW SI HAS HELPED YOU PREPARE FOR YOUR FUTURE CAREER:

1. “Whether I decide to be a teacher or just find a job that interests me, I definitely feel that I will

be more

prepared

since I have been an SI than if I had never had the

opportunity

. Being an

SI has helped me to better explain things. I have to find multiple ways to say the same thing, since one person might understand one way and another person understands another way.”

2. “I would love to be a college math

professor

. SI has greatly helped me prepare to

present

material

and explain it to people who don’t really understand it. It has also helped me

learn

to prepare for sessions and classes.

3. “After graduation, I intend to do the MAT program [….]. From there I want to get my AP

certification and teach in high school. Eventually I want to get my

doctorate in math

and

teach college

. As I said before, SI gives me a small

glimpse at what teaching is like

,

learning to control the classroom

,

making lesson plans

, and actually being in my

(28)

Faculty Perspective Survey

WHAT CHARACTERISTICS SHOULD AN SI HAVE?

1.

“An SI should have a good conceptual understanding for the course in which

the SI is serving.”

2.

“An SI should exhibit good mathematical notation and terminology.”

3.

“An SI should be able to clearly explain mathematical concepts.”

4.

“An SI should be very responsible in his or her schoolwork.”

5.

“An SI should have good rapport with students as well as teachers.”

(29)

Faculty Perspective Survey

MOST BENEFICIAL: “With an SI that has the characteristics previously mentioned, the students, who regularly take advantage of the SI sessions, should have a better understanding of the subject matter.”

LEAST BENEFICIAL: “Having an SI that just works homework problems for the students instead of guiding the student through the process would not lead to student success. Perhaps this would lead to a better homework grade, but is that what student success is? Student success is how well the student understands the material and if the student retains the information after the test. Also having an SI who does not have a good

conceptual understanding or who does not insist on the students using proper notation and showing al steps would not lead to student success.”

WHAT DO YOU SEE AS THE MOST BENEFICIAL AND

LEAST BENEFICIAL PARTS OF THE SI PROGRAM?

(30)

Future Research:

Complete similar tests on other variables, including:

County, Race, Math ACT scores

Attendance at SI before/after midterm

SI Leaders

Controls for bias

Training and professional development of SI Leader

Extend research to other math courses

(31)
(32)

References

• Field, A. (2009). Discovering statistics using SPSS: (and sex and drugs and rock 'n' roll) (3rd ed.). Los Angeles [i.e. Thousand Oaks, Calif.: SAGE Publications. • Johnson, J. (2015, April 16). Google adds real-time big data analysis to two of its cloud services. Retrieved November 15, 2015, from http://www.computerworld.com/article/2910888/google-adds-real-time-big-data-analysis-to-two-of-its-cloud-services.html

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