Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture...

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Chess-Playing Students Have Higher Benchmark Scores Data shows that Chess-playing students improve more than non-playing chess students on their Benchmark scores.

Transcript of Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture...

Page 1: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Chess-Playing Students Have Higher Benchmark Scores

Data shows that Chess-playing students improve more than non-playing chess students on their Benchmark scores.

Page 2: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Data was used to compare test scores.

• At William Lipscomb Elementary in 2005, research was done to compare Chess-playing 3rd grade students with non-Chess playing 3rd grade students.

Page 3: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Benchmark Results

• The October Benchmark scores were examined to see what the average scores were for both groups of students in Math, Reading, Science and Social Studies.

• November Benchmark scores were also examined on both test groups in the four subjects.

Page 4: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Lipscomb Elem. Scores

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Math Reading Science Soc. Studies

Oct. Chess Players Avg

Nov. Chess Players Avg

Oct Non-chess Players Avg

Nov Non-chess Players Avg

Page 5: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Comparing the Data

• The data was compared to see if improvement occurred in the November Benchmark of the chess-playing students.

• On average, the chess-playing students scored 7 points higher than the non-chess playing students on their total benchmark scores.

Page 6: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Comparing the Data

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Increase: Chess Players Increase: Non-chess Players

Increase in Scores

Total

Page 7: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

More Research Was Done

• At H. B. Gonzalez Elementary, in the Fall of 2010, test scores were again compared between chess-playing students and non-chess playing students.

Page 8: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

October Benchmark Scores

• Chess Club Students scores were compared to

the Class Average.

• For most of these students their scores were higher than the Class Average.

Page 9: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

October 2010 Benchmark Summary

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Math Class Avg %

Chess Player Math Avg %

Reading Class Avg %

Chess Player Reading Avg %

Science Class Avg %

Chess Player Science Avg %

Social Studies: Class Avg %

Chess Player Soc.St. Ave %

Page 10: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

October 2010 Benchmark Summary

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October 2010 Benchmarks

Class Avg % All Subjects

Chess Playing Students Avg % All Subjects

Page 11: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

November 2010 Benchmark Summary

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Math Class Avg %

Chess Player Math Avg %

Reading Class Avg %

Chess Player Reading Avg %

Science Class Avg %

Chess Player Science Avg %

Social Studies Class Avg %

Chess Player Soc. St. Avg %

Page 12: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

November 2010 Benchmark Summary

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November 2010 Benchmarks

Class Avg % All Subjects

Chess Playing Students Avg % All Subjects

Page 13: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Why the Improvement?

• There is conjecture on why chess students do better on their test scores than non-chess playing students.

• Some think that chess-playing students are already more motivated to be better students and therefore score higher than non-chess playing students.

• Some think that the game of chess itself helps brain functions in students and therefore improves test scores.

Page 14: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Conclusion

• Regardless of why chess-playing students score better on their standardized test scores, data shows that this improvement does occur.

Page 15: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Organizing a Chess Club

Page 16: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Chess Club Inspires Students

Page 17: Chess-Playing Students Have Higher Benchmark Scores · Why the Improvement? • There is conjecture on why chess students do better on their test scores than non-chess playing students.

Chess Builds Self-esteem