Ayo Berlatih! Pemusatan Data

Kerjakan latihan soal di bawah ini dengan tepat!
1. Nilai ulangan matematika 6 siswa adalah: [b]70, 80, 65, 90, 75, 80[/b]. Rata-rata (mean) nilai keenam siswa tersebut adalah…
Soal 2
Data banyak pengunjung perpustakaan selama 8 hari: [b]12, 15, 12, 18, 20, 15, 12, 18[/b]. Modus dari data tersebut adalah…
Soal 3
Data berat badan 7 siswa (dalam kg): [b]45, 50, 48, 52, 47, 55, 49[/b]. Median data tersebut adalah…
Soal 4
Data nilai 6 siswa: [b]60, 70, x, 80, 85, 90[/b] (sudah urut). Jika median data adalah 77,5 maka nilai mean-nya adalah…
Soal 5
Rata-rata nilai ujian 5 siswa adalah 72. Setelah seorang siswa baru bergabung, rata-ratanya menjadi 74. Nilai siswa baru tersebut adalah…
Soal 6
Perhatikan data tinggi badan 9 siswa (cm): [b]155, 158, 160, 158, 162, 165, 158, 170, 160[/b]. Pilih [b]semua[/b] pernyataan yang [b]benar[/b]![br][i]Pilih semua jawaban yang benar (bisa lebih dari satu)[/i]
Soal 7
Data penjualan toko selama 10 hari (unit): [b]5, 7, 8, 7, 9, 10, 7, 8, 6, 8[/b].[br]Pemilik toko ingin memilih ukuran pemusatan yang paling tepat untuk merencanakan stok. Pilih semua pernyataan yang [b]benar[/b]![br][i]Pilih semua jawaban yang benar (bisa lebih dari satu)[/i]
Soal 8
Tabel nilai UTS Matematika kelas VIII: [br][br][img 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[/img][br][br]a. Coba tentukan hari apa yang paling memengaruhi nilai rata-rata dari data tersebut! Jelaskan alasan kalian.[br]b. Menurut kalian, pada hari apa yang dapat mewakili nilai rata-rata data tersebut? Jelaskan alasan kalian.[br]c.  Jika pada hari Sabtu terjadi lonjakan pembeli karena promo, bagaimana pengaruhnya terhadap nilai rata-rata? Jelaskan jawaban kalian.[br][br]
Soal 10
Di sebuah perusahaan kecil terdapat 6 karyawan dengan gaji bulanan (dalam jutaan rupiah): [b]3, 3, 4, 4, 5, 25[/b].[br][br]Pak Andi (pemilik) mengklaim bahwa rata-rata gaji karyawannya adalah Rp7,33 juta. Sementara Bu Sari (karyawan) berpendapat bahwa gaji "biasanya" hanya sekitar Rp4 juta.[br][br][b]Pertanyaan:[/b][br]a) Hitunglah mean, median, dan modus dari data gaji tersebut![br]b) Siapakah yang lebih tepat dalam pernyataannya? Gunakan ukuran pemusatan yang sesuai untuk mendukung pendapatmu![br]c) Ukuran pemusatan mana yang sebaiknya digunakan untuk menggambarkan kondisi gaji yang sebenarnya? Jelaskan!
Soal 9
Berikut adalah data nilai ulangan Matematika 10 siswa kelas 8A:[br]70, 75, 80, 75, 90, 85, 75, 95, 80, [b]n.[/b][br]Diketahui bahwa rata-rata (mean) dari data tersebut adalah 81.[br][list=1][*]Tentukan nilai [i]n[/i] berdasarkan informasi mean yang diberikan![/*][*]Setelah nilai [i]n[/i] diketahui, tentukan median dan modus dari data tersebut![/*][*]Analisislah: apakah mean, median, dan modus dari data ini bernilai sama? Jika tidak, ukuran pemusatan manakah yang paling tepat digunakan untuk menggambarkan data nilai siswa ini? Berikan alasanmu![/*][/list]
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