The Impact of Movement-Integrated Instruction on Physical Literacy Development in Elementary Students
Abstract
:1. Introduction
2. Materials and Methods
2.1. Participants
2.2. Data Collection
2.3. Data Analysis
2.4. Program Development: Movement-Integrated Instruction (MII)
2.4.1. Curriculum Analysis Phase
2.4.2. Design and Development Phases
2.4.3. Implementation Phase
3. Results and Discussion
3.1. Insights from Program Implementation and Formative Evaluation
3.1.1. Evaluation Phase
3.1.2. Contextual Factors and Adaptive Teaching Strategies
3.1.3. Evidence of Mathematical Learning Through Student Artifacts
3.2. Impact of Movement-Integrated Instruction on Physical Literacy Development
3.2.1. Enhanced Physical Competence and Increased Engagement in Physical Activity
“With more opportunities for physical activity, students noticeably improved their fitness and motor skills. It is unusual to see students performing shuttle runs or knee push-ups in a math lesson, but they engaged in these activities with enthusiasm. Many of them even remarked on how much stronger they felt”.(Teacher C, interview)
“Since we had to use the skills we learned in PE during math class, I made more effort to practice and master them. I realized that if I didn’t learn them properly, I might struggle in math class as well. Practicing movement skills in math actually helped me improve in PE”.(Male Student A, focus group interview)
3.2.2. Increased Motivation and Confidence in Physical Activity
“I never really liked physical activity before. But I was surprised to discover that even math could be learned through movement. The lessons were so much fun, and I understood the material more easily when I moved around”.(Female Student G, focus group interview)
“Students who were usually hesitant in PE were suddenly volunteering to demonstrate activities during math. It seemed like removing the competitive element helped them feel more confident and in control”.(Teacher A, interview)
3.2.3. Expansion of Students’ Knowledge and Understanding of Physical Activity
“When we were learning addition and subtraction, we did standing long jumps outside. I couldn’t jump as far as my friends, and when I measured my distance, I could see the difference. I really wanted to improve, so I asked my teacher for advice. She reminded me of the jumping techniques we learned in PE. I paid extra attention to her explanation because I wanted to do better”.(Male Student D, interview)
“Students were starting to think about how their movements affected their results. For example, when we did the rolling and jumping tasks, some students began experimenting with how their posture or momentum influenced their outcomes”.(Teacher B, interview)
3.2.4. Constraints and Observed Challenges
“At first, I found it difficult to see how jumping or throwing could be connected to math learning. But as I observed students becoming more engaged and understanding concepts better through movement, it started to make sense”.(Teacher D, interview)
“Some students were overly excited at first, as if it were a break. But once I connected every activity to math concepts—like comparison, measurement, or number lines—they began to focus more and saw it as real learning”.(Teacher C, interview)
“Starting and wrapping up physical activities took more time than expected, and at first, I was concerned about falling behind the required schedule”.(Teacher E, interview)
4. Conclusions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
References
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Teacher | Gender | Teaching Experience | Degree | Role |
---|---|---|---|---|
A | Male | 16 years | Ph.D. in Sports Pedagogy | Lead researcher, program development, implementation, optimization |
B | Female | 11 years | Ph.D. in Mathematics Education | Program development, implementation, evaluation, in-depth interview |
C | Female | 8 years | M.Ed. in Elementary Education | Program development, implementation, in-depth interview |
D | Female | 6 years | B.Ed. in Elementary Education | Program development, implementation, in-depth interview |
Unit | Curriculum Standard | Learning Content | MII Activities | FMS |
---|---|---|---|---|
Addition and Subtraction | Understand and perform addition and subtraction of three-digit numbers. | Understanding the principles of three-digit addition and subtraction. | ·Perform standing long jumps in groups. ·Sum up individual records to form the largest number. ·Compare group totals to determine the smallest difference. | Running, Leaping, Jumping |
Plane Figures | Classify triangles into equilateral and isosceles triangles through classification activities. | Identifying properties of line segments, angles, triangles, and quadrilaterals. | ·Draw plane figures by connecting lines on the playground. ·Engage in a beanbag toss game to claim territory shaped like plane figures. | Throwing, Walking, Balancing |
Division | Understand the principles of two-digit division and perform calculations. | Understanding the relationship between multiplication and division and solving for quotients. | ·Retrieve beanbags through relay races. ·Equally distribute collected beanbags among group members. ·Reallocate any remainders equally among the team. | Running, Turning, Catching |
Multiplication | Understand the principles of multiplication with single and two-digit numbers. | Understanding the multiplication of a two-digit number by a single-digit number. | ·Move using different locomotor movements (e.g., jumping, skipping, leaping) to reach problem-solving stations. ·Solve one multiplication problem per station. ·Evaluate correct movement techniques and problem-solving accuracy. | Jumping, Hopping, Skipping, Galloping, Sliding |
Length and Time | Add and subtract time measured in seconds. | Understanding unit conversions (mm, km, seconds) and time operations. | ·Use a stopwatch to measure how long students can hang from a bar. ·Convert group records from seconds to minutes. | Hanging, Holding, Rocking |
Fractions and Decimals | Compare fractions with the same denominator and unit fractions. | Understanding unit fractions and comparing the size of fractions and decimals. | ·Perform forward rolls and record successful attempts. ·Convert attempts and successes into fractions for comparison. ·Group students with similar scores for differentiated challenges. | Rolling, Rotating |
Multiplication | Understand and perform multiplication of two-digit and three-digit numbers. | Performing calculations for three-digit × one-digit and two-digit × one-digit multiplication. | ·Multiply the number of push-ups by the number of sit-ups. ·Compare individual records by multiplying them with peers’ records. | Pushing, Curling, Counter- Tension |
Circles | Use a compass to draw circles of various sizes and create different shapes. | Understanding the center and radius of circles and using a compass to draw them. | ·Form “human compasses” in small groups. ·Adjust center and radius to create circles of varying sizes. | Rotating, Counter- Balancing |
Division | Understand the principles of division with single-digit divisors and perform calculations. | Calculating two-digit ÷ one-digit and three-digit ÷ one-digit division. | ·Solve division problems presented on flashcards. ·Run to the target and throw beanbags corresponding to the quotient. ·Count the number of beanbags that land inside a hula hoop. | Running, Throwing |
Measurement (Volume and Mass) | Recognize the necessity of standard units for measuring volume and understand the units 1 L and 1 mL. | Adding and subtracting volume and mass and estimating quantities. | ·Draw a card and pour the indicated amount of water into a beaker. ·Carry a container of water to a target destination. ·Compare the total collected water in each group. | Walking, Turning, Pivoting |
Fractions | Understand unit fractions, proper fractions, improper fractions, and mixed numbers and their relationships. | Comparing the sizes of mixed numbers, improper fractions, and fractions. | ·Bounce a ping-pong ball on a paddle consecutively. ·Record three attempts as a mixed number with a whole part, numerator, and denominator. ·Compare the largest and smallest recorded fractions. | Bouncing, Striking |
Graphing | Collect real-world data and represent it as pictographs or bar graphs. | Gathering and visually graphing data. | ·Dribble a ball with one or both hands alternately. ·Record consecutive successful dribbles within a set time. ·Compile team scores and create a pictograph. | Dribbling, Catching |
Evaluation Dimension | Pre (Avg/%) | Post (Avg/%) | Change |
---|---|---|---|
Math Worksheet Score (out of 20) | 13.2 | 17.6 | +4.4 |
Conceptual Errors (per worksheet) | 3.9 | 1.4 | −2.5 |
Use of Math Terms (e.g., right angle, parallel) | 28% | 67% | +39% |
Strategic Problem-Solving Use | 52% | 81% | +29% |
Positive References to Movement in Reflections | — | 73% | — |
Survey Item | Agree or Strongly Agree |
---|---|
I felt that my body control and coordination improved through today’s activity. | 82.6% |
I used a movement skill I learned in PE class to solve a math problem today. | 75.4% |
I felt confident participating in the movement-based math lesson. | 78.1% |
Today’s lesson made me want to move more during learning time. | 80.3% |
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Son, H. The Impact of Movement-Integrated Instruction on Physical Literacy Development in Elementary Students. Educ. Sci. 2025, 15, 545. https://doi.org/10.3390/educsci15050545
Son H. The Impact of Movement-Integrated Instruction on Physical Literacy Development in Elementary Students. Education Sciences. 2025; 15(5):545. https://doi.org/10.3390/educsci15050545
Chicago/Turabian StyleSon, Hyukjun. 2025. "The Impact of Movement-Integrated Instruction on Physical Literacy Development in Elementary Students" Education Sciences 15, no. 5: 545. https://doi.org/10.3390/educsci15050545
APA StyleSon, H. (2025). The Impact of Movement-Integrated Instruction on Physical Literacy Development in Elementary Students. Education Sciences, 15(5), 545. https://doi.org/10.3390/educsci15050545