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The Effects Of Mountain Climbing Learning Analogy  On The Achievement And Attitude Of The  First Year University Students In Basic Mathematics Methusael B. Cebrian College of Education Capitol University
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[object Object],- It is a holistic approach to instruction implementation that promotes an active learning, cooperative and student-centered environment, integrating various teaching concepts to support the development of the  students higher order thinking in mathematics.
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[object Object],Scores Experimental Group Control Group Pretest Posttest Pretest Posttest F % F % F % F % 21- 25 16 – 20 11 – 15 6 – 10 1 - 5 2 19 5 1 0 7.4 70.4 18.5 3.7 0 15 12 0 0 0 55.6 44.4 0 0 0 4 5 5 0 0 28.6 35.7 35.7 0 0 4 6 3 1 0 28.6 42.9 21.4 7.1 0 Total 27 100 27 100 14 100 14 100 Mean 16.88889 20.07407 16.5 18.28571 S.D 2.736271 2.894636 4.327906 4.286447
Pretest Scores of Experimental and Control Group
Comparison of Pretest differences of the Two Groups Groups Mean S.D. Computed t Critical Region Remarks Experimental 16.89 2.74 0.353 -1.729 < t > 1.729 No significant  difference Control 16.5 4.33
Posttest Scores of Experimental and Control Group
Comparison of Posttest differences of the Two Groups Groups Mean S.D. Computed t Critical Region Remarks Experimental 20.5 6.25 2.1 -1.734 < t > 1.734 There is significant difference bet. The two groups. Control 18.28 18.3
Comparison of Pretest and Posttest means of Both Groups
Comparison of Mathematical Attitudes of the Two Groups GROUPS Mean S.D. Computed t Critical Region Remarks Experimental 2.7664 0.478077 0.62 -1.721 < t > 1.721 No significant  difference Control 2.656 0.654994
SUMMARY OF FINDINGS, CONCLUSIONS. ,[object Object]
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RECOMENDATIONS ,[object Object],[object Object]
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Mountain Climbing Analogy

  • 1. The Effects Of Mountain Climbing Learning Analogy On The Achievement And Attitude Of The First Year University Students In Basic Mathematics Methusael B. Cebrian College of Education Capitol University
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  • 32. Pretest Scores of Experimental and Control Group
  • 33. Comparison of Pretest differences of the Two Groups Groups Mean S.D. Computed t Critical Region Remarks Experimental 16.89 2.74 0.353 -1.729 < t > 1.729 No significant difference Control 16.5 4.33
  • 34. Posttest Scores of Experimental and Control Group
  • 35. Comparison of Posttest differences of the Two Groups Groups Mean S.D. Computed t Critical Region Remarks Experimental 20.5 6.25 2.1 -1.734 < t > 1.734 There is significant difference bet. The two groups. Control 18.28 18.3
  • 36. Comparison of Pretest and Posttest means of Both Groups
  • 37. Comparison of Mathematical Attitudes of the Two Groups GROUPS Mean S.D. Computed t Critical Region Remarks Experimental 2.7664 0.478077 0.62 -1.721 < t > 1.721 No significant difference Control 2.656 0.654994
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