[b]Instruksi:[/b] Baca studi kasus di bawah ini, lalu kerjakan soal-soal berikutnya.[br][b][br]Studi Kasus:[/b][br]Divisi akademik ingin melihat hubungan antara [b]Waktu Istirahat (menit)[/b] yang[br]diambil siswa selama belajar dengan [b]Skor Fokus[/b] mereka dalam tes. Data[br]menunjukkan bahwa siswa yang mengambil istirahat singkat cenderung memiliki[br]fokus lebih tinggi dibanding yang tidak istirahat sama sekali, namun istirahat[br]yang terlalu lama justru menurunkan fokus.[br][br]Tuliskan pasangan yang tepat dari setiap pernyataan berikut![img]data:image/png;base64,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[/img]
[b]Manakah dari pernyataan berikut yang benar mengenai karakteristik data bivariat?[/b] [br]
[b]Variabel bebas biasanya diletakkan pada sumbu ...[/b][br]