Pembahasan Soal Ujian Profesi Aktuaris
SOAL
Diketahui \(q_x^{‘(d)} = 0.3{\rm{ }}\) dan \(q_x^{‘(d)} = 0.5,\) hitunglah \(q_x^{‘(\tau )}\)
- 0.25
- 0.35
- 0.45
- 0.55
- 0.65
| Diketahui | \(q_x^{‘(d)} = 0.3{\rm{ }}\) dan \(q_x^{‘(d)} = 0.5\) |
| Rumus yang digunakan | \(p_x^{(\tau )} = p_x^{‘(d)} \cdot p_x^{‘(w)}\) |
| Proses pengerjaan | \(p_x^{(\tau )} = p_x^{‘(d)} \cdot p_x^{‘(w)}\) \(= (1 – p_x^{‘(d)}) \cdot (1 – p_x^{‘(w)})\) \(= (1 – 0.3)(1 – 0.5)\) \(= 0.35\) |
| Jawaban | b. 0.35 |