Nama : Trifanny Jesisca NIM : Kelas : 11.2A.05 No. Absen : 50

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1 Nama : Trifanny Jesisca NIM : 11142412 Kelas : 11.2A.05 No. Absen : 50
“ Ukuran Gejala Pusat Data Belum Dikelompokkan “ Dosen : Herlawati, A.md, S.si, MM, M.Kom Nama : Trifanny Jesisca NIM : Kelas : 11.2A.05 No. Absen : 50

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5 Median ( Me ) Dik : X₁ = 3, X₂ = 5, X₃ = 7  Data ganjil, n = 3 maka ; x = ( n – 1 )/ 2 = ( 3 – 1 )/ 2 = 2/2 = 1 Me = Xₓ₊₁ = X₁₊₁ = X₂ = 5  Data genap, n =4, X₁ = 3, X₂ = 5, X₃ = 7, X₄ = 8 x = n/ 2 = 4/ 2 = 2 Me = ½ (Xₓ + Xₓ₊₁) = ½ (X₂ + X₂₊₁) = ½ ( ) = ½ ( 12 ) = 6

6 6. Modus ( Mo ) Dik : X₁ = 3, X₂ = 5, X₃ = 7, X₄ = 7 maka ; Mo = 7  Karena muncul 2x 7. Quartil ( Qᵢ ) Dik : X₁ = 3, X₂ = 5, X₃ = 7, n = 3 Qᵢ = i ( n + 1 ) / 4 Q₁ = 1 ( ) / 4  Q₁ = X₁ + 0 ( X₂ – X₁ ) = 1 ( 4) / = ( 5 – 3 ) = 4/ = ( 2 ) = = = 3 Q₂ = 2 ( ) / 4  Q₂ = X₂ + 0 ( X₃ – X₂ ) = 2 ( 4) / = ( 7 – 5 ) = 8/ = ( 2 ) = = = 5 Q₃ = 3 ( ) / 4  Q₃ = X₃ + 0 ( X₄ – X₃ ) = 3 ( 4) / = ( 0 – 7 ) = 12/ = ( -7 ) = = = 7 Note : Quartil Ke – 2 = Medin

7 8. Desil ( Dᵢ ) Dik : X₁ = 3, X₂ = 5, X₃ = 7 , n = 3 maka ; Dᵢ = i ( n + 1 ) / 10 D₅ = 5 ( ) /10  D5 = X₂ + 0 ( X₃ – X₂ ) = 5 ( 4 ) / = ( 7 – 5 ) = 20 / = ( 2 ) = = = 5 9. Persentil ( Pᵢ ) Pᵢ = i ( n + 1 ) / 100 P₄₀ = 40 ( ) /100  P40 = X₁ + 0,6 ( X₂ – X₁ ) = 40 ( 4 ) / = 3 + 0,6 ( 5 – 3 ) = 160 / = 3 + 0,6 ( 2 ) = 1, = 3 + 1,2 = 4,2