In: Economics
Below is an example of supply and demand for healthcare services in the U.S.
1) If patient copays average to 20%, and their Insurance pays the other 80% of the cost of their visit, what quantity will be exchanged in this market? Remember, the assumption here is that the consumers' willingness to pay is based on their out-of-pocket cost, rather than the total cost of a visit.
2) What is the total amount spent on Healthcare when patients only pay 20% of the total cost.
3) Healthcare costs continue to rise faster than GDP, taking up an increasing share of total U.S. expenditures. What is one way that we might reduce total healthcare expenditures? Use the values on the table (estimates are totally fine) to illustrate how your proposal would reduce the total cost of healthcare.
Average cost per visit | Demand for office visits (Millions/yr) | Supply of office visits(Millions/yr) |
$323 | 988 | 118 |
$647 | 928 | 208 |
$970 | 868 | 298 |
$1293 | 808 | 388 |
$1616 | 748 | 478 |
$1940 | 688 | 568 |
$2263 | 628 | 658 |
$2586 | 568 | 748 |
$2909 | 508 | 838 |
$3233 | 448 | 928 |
(1)
Average Cost | 20% of AC |
323 | 64.6 |
647 | 129.4 |
970 | 194 |
1293 | 258.6 |
1616 | 323.2 |
1940 | 388 |
2263 | 452.6 |
2586 | 517.2 |
2909 | 581.8 |
3233 | 646.6 |
Using a linear regression tool to estimate the Demand curve from this:
Demand curve: q= -0.92804p + 1048.01234 => q= -0.9p + 1048 => p = -1.1q + 1164
The supply curve will be calculated on the basis of the original table:
q = 0.27841p + 27.98149 => q= 0.3p + 28 => p = 3.3q -93
Setting D(p) = S(q) = q we get q= 286 and equilibrium price p= 849
(2) Total amount spent on healthcare by individuals = p* q = 849 * 286 = 242814 . This number is only 20% of the total sum because the insurance covers the other 80%.
Thus the total amount = 1214070
(3)
The situation facing insurance companies is one moral hazard. In
economics, moral hazard occurs
when an entity has an incentive to increase its exposure to risk
because it does not bear the full costs of that risk. We can
incentivize individuals to take more precautionary steps by
reimbursing a smaller share of the healthcare bill i.e. reducing
insurance percentage.
Say the consumer now pays 35% of the bill; insurance pays only
65%.
Average Cost | 35% of AC |
323 | 113.05 |
647 | 226.45 |
970 | 339.5 |
1293 | 452.55 |
1616 | 565.6 |
1940 | 679 |
2263 | 792.05 |
2586 | 905.1 |
2909 | 1018.15 |
3233 | 1131.55 |
The new demand curve:
q= - 0.53031p + 1048.01234 => q= -0.5p + 1048 => p= 2096 - 2q
Supply curve:
q = 0.3p + 28 => p= 3.3q -93
Setting D(p) = S(q)
q=413 , p =1270
Amount spent by individuals = 524510
Total cost = 1498600