Methods of physics education research were applied to find what kinds of changes in 4th, 6th, and 8th grade student understanding of motion can occur and at what age. Such findings are necessary for the physics community to effectively discharge its role in advising and assisting pre-college physics education. Prior to and after instruction the students were asked to carefully describe several demonstrated accelerated motions. Most pre-instruction descriptions were of the direction of motion only. After instruction, many more of the students gave descriptions of the motion as continuously changing. Student responses to the diagnostic and to the activity materials revealed the presence of a third “snapshot” view of motion not discussed in the literature. The 4th and 6th grade students gave similar pre-instructional descriptions of the motion, but the 4th grade students did not exhibit the same degree of change in descriptions after instruction. Our findings suggest that students as early as 6th grade can develop changes in ideas about motion needed to construct Newtonian-like ideas about force. Students’ conceptions about motion change little under traditional physics instruction from these grade levels through college level.

1.
R.
Duit
,
Bibliography: Students’ and Teachers’ Conceptions and Science Education
(
Institute for Science Education (IPN) University of Kiel
,
Kiel, Germany
2007
), ⟨www.ipn.uni-kiel.de/aktuell/stcse/stcse.html⟩.
2.
D. I.
Dykstra
, Jr.
, “
Science education in elementary school: Some observations
,”
J. Res. Sci. Teach.
24
(
2
),
179
182
(
1987
).
3.
D. I.
Dykstra
, Jr.
, “
Author’s response to comments of Cronin, Charron, and Espinet
,”
J. Res. Sci. Teach.
24
(
7
),
679
682
(
1987
).
4.
Although there are entries in Ref. 1 as far back as 1903, the vast majority of the entries are from after about 1978 (Ref 1).
5.
H.
Brasell
, “
The effect of real-time laboratory graphing on learning graphic representations of distance and velocity
,”
J. Res. Sci. Teach.
24
(
4
),
385
395
(
1987
).
6.
R. K.
Thornton
and
D. R.
Sokolof
, “
Learning motion concepts using real-time microcomputer-based laboratory tools
,”
Am. J. Phys.
58
(
9
),
858
867
(
1990
).
7.
D. I.
Dykstra
, Jr.
,
C. F.
Boyle
, and
I. A.
Monarch
, “
Studying conceptual change in learning physics
,”
Sci. Educ.
76
(
6
),
615
652
(
1992
).
8.
D. I.
Dykstra
, Jr.
, “
Teaching introductory physics to college students
,” in
Constructivism, Foundations, Perspectives and Practice
, 2nd ed., edited by
Catherine
Fosnot
(
Teachers College Press
,
New York
,
2005
), pp.
182
204
.
9.
L. C.
McDermott
, “
Oersted Medal Lecture 2001: ‘Physics education research—The key to student learning’
,”
Am. J. Phys.
69
(
11
),
1127
1137
(
2001
).
10.
J.
Piaget
,
The Child’s Conception of Physical Causality
(
Transaction Publishers
,
Brunswick, NJ
,
2001
) (originally published in French in 1927).
11.
R. T.
Cross
and
A.
Pithkey
, “
Speed, education and children as pedestrians: a cognitive change approach to a potentially dangerous naive concept
.”
Int. J. Sci. Educ.
10
(
5
),
531
540
(
1988
).
12.
D.
Twigger
,
M.
Byard
,
R.
Driver
,
S.
Draper
,
R.
Hartley
,
S.
Hennessy
,
R.
Mohamed
,
C.
O’Malley
,
T.
O’Shea
, and
E.
Scanlon
, “
The conception of force and motion of students aged between 10 and 15years: An interview study designed to guide instruction
.”
Int. J. Sci. Educ.
16
(
2
),
215
229
(
1994
).
13.
R. K.
Thornton
, “
Tools for scientific thinking—microcomputer-based laboratories for teaching physics
,”
Phys. Educ.
22
,
230
238
(
1987
).
14.
J.
Minstrell
, “
Explaining the ‘at rest’ condition of an object
,”
Phys. Teach.
20
,
10
14
(
1982
).
15.
J.
Minstrell
, “
Conceptual development research in the natural setting of a secondary school classroom
,” in
Education in the 80's
, edited by
M. B.
Rowe
(
National Education Association
,
Washington, DC
,
1982
), Chap. 9.
16.
Minstrell’s work contains explanations of this approach and its application to other topics in physics (Refs. 14, 15, 17, and 18).
17.
J.
Minstrell
, “
The role of the teacher in making sense of classroom experiences and effecting better learning
,” in
Cognition and Instruction: Twenty-Five Years of Progress
, edited by
S. M.
Carver
and
D.
Klahr
(
Lawrence Erlbaum and Associates
,
Mahwah, NJ
,
2001
), Chap. 4.
18.
J.
Minstrell
, “
Teaching science for understanding
,” in
Toward the Thinking Curriculum: Current Cognitive Research
, 1989 ASCD Yearbook, edited by
L. B.
Resnick
and
L. E.
Klopfer
(
Association for Supervision and Curriculum Development
,
Washington, DC
,
1989
), Chap. 7.
19.
P. W.
Hewson
and
M. G.
Hewson
, “
The status of students’ conceptions
,” in
Research in Physics Learning: Theoretical Issues and Empirical Studies
, edited by
R.
Duit
,
F.
Goldberg
, and
H.
Niedderer
(
Institute for Science Education, University of Kiel
,
Kiel, Germany
,
1992
), pp.
59
73
.
20.
D. I.
Dykstra
, Jr.
, “
Why teach kinematics?: an examination of the teaching of kinematics and force-I
,” ⟨www.boisestate.edu/physics/dykstra/WTK1.pdf⟩, Physical Review Special Topics: Physics Education Research (submitted).
21.
R. R.
Hake
, “
Interactive-engagement vs traditional methods: A six-thousand-student survey of mechanics test data for introductory physics
,”
Am. J. Phys.
66
(
1
),
64
74
(
1999
).
22.
D.
Hestenes
,
M.
Wells
, and
G.
Swackhamer
, “
Force concept inventory
,”
Phys. Teach.
30
(
3
),
141
166
(
1992
).
23.
D. R.
Sweet
, “
Using microcomputer-based laboratory and constructivist educational theory to teach kinematics to sixth graders
,” unpublished Masters project,
Boise State University
(
1991
).
24.

We are indebted to a colleague, Robert Bauman for this designation.

25.

Dykstra and his colleague, Wm. Smith, at Boise State University, have tried many different wordings of these instructions to get college students to make the desired motions from the written directions. We have not found a wording that gives satisfactory results. One interactive strategy dealing with the challenge has been found involving interacting with students over these specific instructions.

26.
Dykstra has since developed motion materials (Ref. 38) allowing the college students to engage in both methods of resolution, via reasoning from data collected involving different constant forces and reasoning from an experiment in which the force on the cart decreases. The result is a greater number of students changing their notions toward a more Newtonian-like view of force and its relation to motion (Ref. 20 and 27).
27.
D. I.
Dykstra
, Jr.
, “
Why teach kinematics?: An examination of the teaching of kinematics and force II
,” ⟨www.boisestate.edu/physics/dykstra/WTK2.pdf⟩, Physical Review Special Topics: Physics Education Research (submitted).
28.
T.
Wood
,
P.
Cobb
, and
E.
Yackel
, “
Change in teaching mathematics: A case study
,”
Am. Educ. Res. J.
28
(
3
),
587
616
(
1991
).
29.
References 28 and 30–32 give good examples of the intelligent handling of issues in mathematics and science by children.
30.
D.
Schifter
and
C.
Fosnot
,
Reconstructing Mathematics Education: Stories of Teachers Meeting the Challenge of Reform
(
Teachers College Press
,
New York
,
1993
).
31.
K.
Gallas
,
Talking Their Way Into Science: Hearing Children’s Questions and Theories, Responding with Curricula
(
Teachers College Press
,
New York
,
1995
).
32.
P.
Cobb
, “
Reconstructing elementary school mathematics
,”
Focus Learn. Probl. Math.
13
(
2
),
3
22
(
1991
).
33.
Because the focus was on linear motion or at least motion along a path, the issue of changing direction was not in contention. The vector nature of physical quantities is yet another conceptual issue (Ref 34).
34.
J.
Aguirre
and
G. L.
Erickson
, “
Students’ conceptions about the vector characteristics of three physics concepts
,”
J. Res. Sci. Teach.
21
(
5
),
439
457
(
1984
).
35.

There is some evidence that the existence of this snapshot view of motion may contribute to other problems later in learning about physics. A colleague, Jerry Touger, has reported evidence of using this view in misinterpreting physics they are “taught” in problems they encounter involving motion through changing conditions.

36.
D. E.
Trowbridge
and
L. C.
McDermott
, “
Investigation of student understanding of the concept of acceleration in one dimension
,”
Am. J. Phys.
49
(
3
),
242
253
(
1981
).
37.

We find pressing students still harder to follow directions usually has a negative effect on their thinking as it suggests there is something else they are already supposed to know. In response many students tend to quit trying to make sense and start trying just to guess at things. Not only is this response an all too frequent outcome, but many students learn powerfully inappropriate lessons about themselves and about physics, while not changing their own understanding of the phenomena.

38.
Powerful Ideas in Physical Science—A Model Course
(
American Association of Physics Teachers
,
College Park, MD
,
2003
).
39.

The Flesch-Kincaid Grade Level (FKGL) formula gives the U. S. school reading level by grade of a passage. It can be computed using the formula: FKGL=(0.39×ASL)+(11.8×ASW)15.59, where ASL is the number of words divided by the number of sentences and ASW is the number of syllables divided by the number of words. FKGL is the readability score calculated in word processing software.

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