6 Receive 360 in 1 month Receive 60 today A B € € Receive in 1 month Receive A B 7 360 120 € € 8 Receive 360 in 1 month Receive 180 today A B € € 9 Receive 360 in 1 month Receive 240 today A B € € 10 Receive 360 in 1 Receive 300 A B € € 11 Receive 360 in 3 months Receive 60 today A B € € 12 Receive 360 in 3 months Receive 120 today A B € € 13 Receive 360 in 3 months Receive 180 today A B € € 14 Receive 360 in 3 months Receive 240 A B € € 15 Receive 360 in 3 months Receive 300 today A B € € 16 Receive 900 in 1 week Receive 150 today A B € € 17 Receive 900 in 1 week Receive 300 today A B € € 18 Receive 900 in 1 week Receive 450 today A B € € 19 Receive 900 in 1 week Receive 600 today A B € € 20 Receive 900 in 1 week Receive 750 A B € € 21 Receive 900 in 1 month Receive 150 A B € € 22 Receive 900 in 1 Receive 300 today A B € € 23 Receive 900 in 1 month Receive 450 today A B € € Receive in 1 month Receive A B 24 900 600 € € 25 Receive 900 in 1 month Receive 750 today A B € € 26 Receive 900 in 3 months Receive 150 A B € € 27 Receive 900 in 3 months Receive 300 A B € € Receive in 3 months Receive today A B 28 900 450 € € 29 Receive 900 in 3 months Receive 600 today A B € € 30 Receive 900 in 3 months Receive 750 today A B € € Q1.13. Please of the following hypothetical scenarios. Suppose you need to choose between two medical treatments, A and B. Each treatment has two possible outcomes in terms of how long the effect will last. You know the probabilities with which this will happen. Irrespective of which treatment you choose, for as long as their effect lasts you are in full health. When the effect of the treatment is gone, you go back to your initial state of health, i.e. the state you where before you started the treatment that is the same regardless of the treatment you chose, and no further treatment will be allowed.
6 Receive 360 € in 1 month Receive 60 € today A B 7 Receive 360 € in 1 month Receive 120 € A B 8 Receive 360 € in 1 month Receive 180 € today A B 9 Receive 360 € in 1 month Receive 240 € today A B 10 Receive 360 € in 1 Receive 300 € A B 11 Receive 360 € in 3 months Receive 60 € today A B 12 Receive 360 € in 3 months Receive 120 € today A B 13 Receive 360 € in 3 months Receive 180 € today A B 14 Receive 360 € in 3 months Receive 240 € A B 15 Receive 360 € in 3 months Receive 300 € today A B 16 Receive 900 € in 1 week Receive 150 € today A B 17 Receive 900 € in 1 week Receive 300 € today A B 18 Receive 900 € in 1 week Receive 450 € today A B 19 Receive 900 € in 1 week Receive 600 € today A B 20 Receive 900 € in 1 week Receive 750 € A B 21 Receive 900 € in 1 month Receive 150 € A B 22 Receive 900 € in 1 Receive 300 € today A B 23 Receive 900 € in 1 month Receive 450 € today A B 24 Receive 900 € in 1 month Receive 600 € A B 25 Receive 900 € in 1 month Receive 750 € today A B 26 Receive 900 € in 3 months Receive 150 € A B 27 Receive 900 € in 3 months Receive 300 € A B 28 Receive 900 € in 3 months Receive 450 € today A B 29 Receive 900 € in 3 months Receive 600 € today A B 30 Receive 900 € in 3 months Receive 750 € today A B Q1.13. Please of the following hypothetical scenarios. Suppose you need to choose between two medical treatments, A and B. Each treatment has two possible outcomes in terms of how long the effect will last. You know the probabilities with which this will happen. Irrespective of which treatment you choose, for as long as their effect lasts you are in full health. When the effect of the treatment is gone, you go back to your initial state of health, i.e. the state you where before you started the treatment that is the same regardless of the treatment you chose, and no further treatment will be allowed.
D-P%20RP%20TP%20JHE%20RR2%204%20October%202016.docx