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Rumusan Masalah

Eksperimentasi Model Pembelajaran Student Teams Achievement Division dengan Think Pair Share Terhadap Kemampuan Berfikir Kreatif Matematika Siswa. Rumusan Masalah.

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Rumusan Masalah

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  1. Eksperimentasi Model Pembelajaran Student Teams Achievement Division dengan Think Pair Share TerhadapKemampuanBerfikirKreatifMatematikaSiswa

  2. RumusanMasalah • Apakah Model Pembelajaran Student Teams Achievement Division dengan Think Pair Share TerhadapKemampuanBerfikirKreatifMatematikaSiswa? • Bagaimanakahresponsiswaterhadap Model Pembelajaran Student Teams Achievement Division dengan Think Pair Share TerhadapKemampuanBerfikirKreatifMatematikaSiswa ?

  3. Hipotesis • H1 : Terdapatperbedaanpenguasaankonsepberfikirkreatifmatematikasiswaantarasiswapadakelaseksperimendengankelaskontrol(µ1 ≠ µ2) • H0 : Tidakterdapatperbedaanpenguasaankonsepberfikirkreatifmatematikasiswaantarasiswapadakelaseksperimendengankelaskontrol(µ1 = µ2)

  4. DATA KelasEksperimen KelasKontrol TesAwal 37 36 37 40 45 47 48 50 55 50 60 60 57 56 58 66 66 70 70 75 77 78 78 80 80 86 88 88 86 92 TesAkhir 37 37 40 50 50 50 55 55 60 60 65 70 70 70 75 75 80 80 80 80 80 80 80 85 90 90 90 90 90 95 TesAwal 20 25 25 25 30 40 40 45 45 45 45 46 46 46 47 50 50 50 50 50 55 55 60 60 65 65 65 70 80 85 TesAkhir 25 30 35 35 35 40 45 45 48 48 50 50 60 60 60 60 60 60 62 62 62 65 65 65 70 70 74 75 80 80

  5. UjiNormalitasLiliefors TesAwalEksperimen TesAkhirEksperimen

  6. TesAwalEksperimen

  7. x = = 63,87 • Z1 = = -1,62 • Z2 = = -1,56 • Z3 = = -1,39 • Z4 = = -1,10 • Z5 = = -0,98 • S(Z1) = = 0.03 • S(Z2) = = 0.1 HIPOTESIS Lhitung >Ltabelmakaterima H1tolak H0 0,2399 0,1900 Kesimpulan : Data sampelberasaldaripopulasi yang berdistribusiTIDAK NORMAL.

  8. TesAkhirEksperimen

  9. UjiNormalitasLiliefors TesAwalKontrol TesAkhirKontrol

  10. TesAwalKontrol

  11. = 2190400 Z1 = = = -1.89 • x = = 49.33 Z2 = = -1.57 S(Z1) = = 0.03 = -1.25 Z3 = S(Z2) = = 0.13 = -0.60 Z4 = = -0.28 Z5 = • Lhitung> LtabelTerima H1Tolak H0 0.3569 0.1900 Kesimpulan :Data sampelberasaldaripopulasi yang berdistribusi TIDAK NORMAL .

  12. TesAkhirKontrol

  13. = 2808976 Z1 = = = -2.09 Z2 = = -1.75 X = = 55.87 Z3 = = -1.41 S(Z1) = = 0.03 S(Z2) = = 0.06 Hipotesis • Lhitung <LtabelTerima H0 Tolak H1 0.0907 0.1900 Kesimpulan : Data sampelberasaldaripopulasi yang berdistribusiNORMAL .

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