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Latihan Ukuran Pemusatan Data (Mean, Median, Modus)

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Latihan Ukuran Pemusatan Data (Mean, Median, Modus)

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Materi SMP Mean, Median Modus

Created by

Naila Rahmatillah
Naila Rahmatillah
Indonesia

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Latihan Ukuran Pemusatan Data (Mean, Median, Modus)
 

Latihan Ukuran Pemusatan Data (Mean, Median, Modus)Online version

Materi SMP Mean, Median Modus

by Naila Rahmatillah
1

Nilai rata-rata (mean) dari data 2, 4, 6, 8, 10 adalah…

2

Median data 1, 3, 5, 7, 9 adalah angka…

3

Modus dari data 2, 4, 4, 6, 6, 6, 7 adalah…

4

Jika sekelompok data memiliki mean lebih tinggi dari median, maka data cenderung…

5

Untuk data 3, 3, 3, 5, 8, mean yang tepat adalah…

6

Data 1, 2, 2, 2, 3, 9 memiliki median…

7

Mana yang bukan ukuran pemusatan data?

8

Data 5, 5, 5, 5, 9 memiliki modus…

9

Jika semua data sama, maka mean, median, dan modus bernilai…

10

Mean lebih sensitif terhadap nilai ekstrem daripada median karena…

Feedback

Mean adalah jumlah semua data dibagi banyak data. (2+4+6+8+10)/5=6.

Median adalah nilai tengah. Data ganjil jumlahnya 5, sehingga nilai ke-3 (5) menjadi median.

Modus adalah nilai yang muncul paling sering; di data ini 6 muncul 3 kali.

Mean sensitif terhadap nilai ekstrem; jika ada angka tinggi, mean naik.

Mean=(3+3+3+5+8)/5=22/5=4.4.

Median data ganjil genap? Ada 6 data; median adalah rata-rata dua nilai tengah (2 dan 2) =2.

Pemusatan fokus pada pusat data; variansi adalah penyebaran, bukan ukuran pemusatan.

Modus adalah nilai yang paling sering muncul; 5 muncul empat kali.

Pada data seragam, semua ukuran pemusatan sama karena semua nilai identik.

Mean melibatkan semua data; satu nilai ekstrem bisa mengubahnya. Median tidak dipengaruhi secara langsung.

 
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