Spss Pink 1 Dan 2 .docx

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  • Words: 211
  • Pages: 4
Tinggi 60-62 63-65 66-68 69-71 72-74 Total

fi

xi

5 18 42 27 8 100

61 64 67 70 73

αΊ‹=

SD = 1.

fixi 305 1152 2814 1890 584 6745

𝑓𝑖π‘₯𝑖 6745 = = 67,45 𝛴𝑓𝑖 100

852,75 βˆšπ›΄π‘“π‘–(π‘₯𝑖 βˆ’ αΊ‹)2 = √ = 2,92 𝛴𝑓𝑖 100

fi(xi- αΊ‹)2 208,0125 214,245 8,505 175,5675 246,42 852,75

2.

Nomor 2pink Xi 70 74 78 82 86 90 94 98 102 106 110 114 118 122 126

fi 4 9 16 28 45 66 85 72 54 38 27 18 11 5 2 480

fi.xi 280 666 1248 2296 3870 5940 7990 7056 5508 4028 2970 2052 1298 610 252 46064

fi.(xi(xi-X)^2 X X)^2 674.2678 95.96667 2697.071 482.5344 4342.81 322.8011 5164.818 195.0678 5461.898 99.33444 4470.05 35.60111 2349.673 3.867778 328.7611 4.134444 297.68 36.40111 1965.66 100.6678 3825.376 196.9344 5317.23 325.2011 5853.62 485.4678 5340.146 677.7344 3388.672 902.0011 1804.002 4542.017 52607.47

SD =

52607,47 βˆšπ›΄π‘“π‘–(π‘₯𝑖 βˆ’ αΊ‹)2 = √ = 10.468 𝛴𝑓𝑖 480

Median Me

1

= 2 π‘₯ 480 = 240 = 240 + 1 = 241

Sehingga nilai median berada pada data ke-240 dan ke-241. Data ke-240 dan ke-241masing-amsing bernilai 94 dan 94 sehingga didapat nilai median adalah: Me

1

= 2 π‘₯ (94 + 94) = 94

Jadi, median untuk data diatas bernilai 94

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