Main Article Content

Abstract

The research was grounded by the results of previous research which showed thatmathematical communication ability and learning activity students are not as expected. One of modelslearning for enhancing mathematical communication ability is Learning Cycle 5E.The purpose of thisresearch is to comprehensively describe the enhancement of students’ mathematical communicationability and learning activity as a result of learning cycle 5E. This research is a quasi-experiment withclassroom action research study that applies two learning models; learning cycle 5E and ekspositorilearning. Population of this research ia all student in SMP Negeri 22 Bandung. Sampling used bypurposive sampling, VIII represent as sampling. Research instruments are mathematicalcommunication tes, scale and observation sheet. Data analysis is based on the whole student. Theresult obtained are: 1) learning by using models learning cycle 5E on the subject of the circle canimprove the student mathematical communication ability ; 2) Activity of students who were thaughtunder learning cycle 5E is better than activity of students who were taught under expository learning:3) students’ mathematical communication ability who were thaught under learning cycle 5E is betterthan who were taught under expository learning; 4) students' attitudes toward learning mathematics byusing modellearning cycle 5E is positive. Therefore, the study of mathematics by using model learningcycle 5E can be used as an alternative model of learning in an effort to improve students' mathematicalcommunication ability

Keywords

Models Learning Cycle 5E, mathematical communication ability, learning activity of student

Article Details

How to Cite
Sukmaliah, M. (2020). Penerapan Model Pembelajaran Learning Cycle 5E untuk Meningkatkan Kemampuan Komunikasi Matematis dan Keaktifan Belajar Siswa SMP. Pasundan Journal of Mathematics Education, 5(1). https://doi.org/10.23969/pjme.v5i1.2521

References

  1. Arikunto, S. (2010).Pengaruh Accelerated
  2. Learning Cycle terhadap
  3. Kemampuan Pemecahan Masalah
  4. dan Koneksi Matematis Siswa
  5. Sekolah Menengah Pertama. Tesis
  6. SPS UPI Bandung: Tidak
  7. Diterbitkan.
  8. Daswa.(2013). Penerapan Model Sinektik
  9. untuk Meningkatkan Kemampuan
  10. Berpikir Kreatif dan Komunikasi
  11. Matematis Siswa Madrasyah
  12. Tsanawiyah (MTs). Tesis SPS UPI
  13. Bandung: tidak diterbitkan.
  14. Lorsbach. (2002). The Learning Cycle as a
  15. Tool for Planning Science
  16. Instruction.
  17. Tersedia:www.coe.ilstu.edu/scienc
  18. eed/lorsbach/257Ircy.htm.[12
  19. Maret 2004].
  20. Madio, S.S. (2010). Pengaruh Pembelajaran
  21. Berbasis Masalah Terhadap
  22. Kemampuan Penalaran dan
  23. Komunikasi Matematis Siswa
  24. Sekolah MenengahPertama. Tesis
  25. Pada SPS UPI. Bandung. Tidak
  26. Diterbitkan.
  27. NCTM.(2000). Principle and Standards of
  28. School Mathematics.Reston, VA:
  29. NCTM.
  30. Pugalee, D.A. (2001). Using Communication
  31. to develop Student’Mathematical
  32. Literacy. Journal Research of
  33. Mathematics Education 6(5), 296-
  34. [Online]. Tersedia:
  35. http://www.nctm.org/eresources/ar
  36. tcle-
  37. Summary.asp?Uri=MtMS2001-01-
  38. &from=B
  39. Puskur. (2006). Pembelajaran Matematika
  40. Sekolah. [Online]. Tersedia:
  41. http://74.125.132/search?q=cache:
  42. ThAJfV4igR4J:www.puskur.net/d
  43. ownload/si/smp/Matematika.Pdf+p
  44. uskup+matematika&cd=4&hl=id&
  45. ct=clnk&gl=id[ 10 Desember
  46. Subagiyana. (2009). Peningkatan
  47. Kemampuan Pemahaman dan
  48. Komunikasi Matematis Siswa SMP
  49. menggunakan Model
  50. Pembelajaran Kooperatif Tipe
  51. Teams-Assisted Individualization
  52. (TAI) dengan Pendekatan
  53. Kontekstual. Tesis Pada SPS UPI.
  54. Bandung: Tidak Diterbitkan.
  55. Suhana, C. (2014). Konsep Strategi
  56. Pembelajaran. Bandung. Refika
  57. Aditama.
  58. Suherman, E & Sukjaya, Y. (1990).Petunjuk
  59. Praktis untuk Melaksanakan
  60. Evaluasi Pendidikan Matematika.
  61. Bandung. Wijayakusuma.
  62. Sumarmo, U. (2013). Kumpulan Makalah
  63. Berpikir dan Disposisi Matematik
  64. serta Pembelajarannya. Bandung:
  65. FPMIPA UPI.
  66. Tasdikin. (2012). Pembelajaran Berbasis
  67. Masalah untuk Meningkatkan
  68. Kemampuan Komunikasi dan
  69. Pemecahan Masalah Matematis
  70. Siswa SMP. Tesis Pada SPs UPI.
  71. Bandung. Tidak Diterbitkan.