Question

In: Economics

The health authorities are considering the treatment alternatives for three types of diseases: heart disease, cancer,...

The health authorities are considering the treatment alternatives for three types of diseases: heart disease, cancer, and infectious disease. Each year there are 10,000 new cases of heart disease, 10,000 new cases of cancer, and 5,000 new cases of infectious disease. For each diagnosis, there are a number of mutually independent treatment alternatives (including no treatment) as shown in the following table.

Treatment Cost per treatment QALY gained
Heart Disease
A 0 0
B 100 2
C 300 8
D 400 8
E 600 12
F 800 15
Cancer
G 0 0
H 200 8
I 400 10
J 500 12
K 600 9
L 700 14
M 800 15
Infectious Disease
N 0 0
O 100 2
P 350 4
R 650 6

a) identify all dominant treatment alternatives. Explain why each is dominant

b) Calculate the incremental cost, incremental QALY's, and ICERs for all economically rational strategies (ICER= incremental cost / incremental QALYs). Why are these considered economically rational?

c) using separate graphs for heart disease, cancer, and infectious disease, show the alternative treatment options, label the dominant options, and show the economically feasible alternatives. (Place QALYs on the vertical axis and cost per treatment on the horizontal axis)

d) the local health district has asked your opinion on the "best" strategy from a public health perspective (disease covered, treatment strategy). What do you tell them? How much will it cost?

Solutions

Expert Solution

a. and b. please see table below

Treatment Cost per treatment QALY gained Cost / QALY Incremental Cost Incremental QALY Incremental Cost / Incremental QALY
Heart Disease
A 0 0
B 100 2                                    50 100 2                                    50
C 300 8                                    38 200 6                                    33 Dominant alternative since the cost / QALY is the lowest
D 400 8                                    50 100 0 undefined Economically irrational from the standpoint of the patient since there is no incremental QALY with additional cost
E 600 12                                    50 200 4                                    50
F 800 15                                    53 200 3                                    67
Cancer
G 0 0
H 200 8                                    25 200 8                                    25 Dominant alternative since the cost / QALY is the lowest
I 400 10                                    40 200 2                                  100
J 500 12                                    42 100 2                                    50
K 600 9                                    67 100 -3                                   -33 Economically irrational from the standpoint of the hospitals since incremental QALY cost negative
L 700 14                                    50 100 5                                    20
M 800 15                                    53 100 1                                  100
Infectious Disease
N 0 0
O 100 2                                    50 100 2                                    50 Dominant alternative since the cost / QALY is the lowest
P 350 4                                    88 250 2                                  125
R 650 6                                  108 300 2                                  150

c. pls see graphs below

d. the recommended treatments are C, H and O, respectively for Heart Disease, Cancer and Infectious Disease, as the Cost / QALY is the lowest for these. The total cost of treatment of all new patients each year is shown in the table below.

Number of patients Suggested Treatment Cost / Treatment Total Cost
Heart Disease                            10,000 C                                  300                       30,00,000
Cancer                            10,000 H                                  200                       20,00,000
Infectious Disease                               5,000 O                                  100                         5,00,000
Total                            25,000                       55,00,000

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