Respuesta :

alaixa
1st pair - Test predicts he doesn't have it. (0.15) & Test predicts he has it. (0.85)

2nd pair - Test predicts he doesn't have it. (0.85) & Test predicts he has it. (0.15)

3rd pair - Kevin has diabetes. (0.75) & Kevin doesn't have diabetes (0.25)


Answer:

Pair 1: Test predicts he doesn't have it - 0.15 and Test predicts he has it - 0.85

Pair 2: Kevin has diabetes - 0.75 and Kevin doesn't have diabetes - 0.25

Pair 3: Test predicts he doesn't have it - 0.85 and Test predicts he has it - 0.15

Step-by-step explanation:

Forming the correct pairs implies comparing the appropriate statements of the branches if the diagram that their sum would give 1.00 and a complete statement simultaneously. Thus the following pairs can be formed as required by the question:

Pair 1: Test predicts he doesn't have it - 0.15 and Test predicts he has it - 0.85

Pair 2: Kevin has diabetes - 0.75 and Kevin doesn't have diabetes - 0.25

Pair 3: Test predicts he doesn't have it - 0.85 and Test predicts he has it - 0.15