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Problem
2.5.1: Calculating QALYs
Now, see
if you can calculate the QALYs for the "Treat Infection"
option. Use the assumptions and instructions that follow (see diagram
below).
Assumptions ("Treat
Infection"):
| Figure
2.5.2: Calculating QALYs for the "Treat Infection"
Option
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Question 2.5.1: STEP 1
To calculate
the expected value of the right hand node, you first "average
out" (multiply the QALYs for one outcome by the probability
of that outcome and sum over all the branches at the chance node)
and then "fold back" (moving from right to left, multiply
the probability of an event by the QALYs of the event).
Based on your calculation,
select the correct formula to fill in the box labeled STEP 1 in
the diagram below:
| Figure
2.5.2a: Calculating QALYs for the "Treat Infection"
Option
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 | [10
x 0.6] + [0] + [10 x 1.0] = 10.6 |
 | [10
x 0.6] x 0.125 = 0.075 |
 | [0.875
x 6] + [0.125 x 1] = 5.375 |
 | [0.875
x 6] + [0.125 x 0] = 5.25 |
Question
2.5.2: STEP 2
STEP 2: Calculate
the QALYs at the left hand node, multiplying the QALYs at
the right hand node by the probability of curing the infection.
The QALYs for the "Treat Infection" option are 8.11
life years (see below).
Based on your calculation,
select the correct formula to fill in the box labeled STEP 2 in
the diagram below
| Figure
2.5.2c: Calculating QALYs for the "Treat Infection"
Option
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 | [0.4
x 5.25] + [0.6 x 10] = 8.11 |
 |
[0.6 x 10] + [0.4 x 6] = 8.4 |
 | [0.125
x 0] + [0.875 x 10] = 8.75 |
 | [0.6
x 5.25] + [0.6 x 10] = 9.15 |
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