CMA and CBA
Intro Concepts
CEA and CUA
Costs and Standardization
Decision Analysis
100

A new medication can be administered either orally or intravenously. Both routes are assumed to have the same clinical outcomes. The costs are as follows:

  • Oral Administration:
    • Medication cost: $150 per month
    • Monitoring cost: $20 per month
  • Intravenous Administration:
    • Medication cost: $150 per month
    • Administration cost: $50 per month
    • Monitoring cost: $30 per month

Which administration route is more cost-effective?

Oral administration ($170 versus $230 for IV)

100

What type of pharmacoeconomic evaluation is used when determining the total cost of heart disease in Ohio?

Cost of Illness

100

A new cancer therapy costs $10,000 and results in 4 additional months of disease-free survival compared to an existing therapy that costs $6,000 and results in 2 additional months of disease-free survival. Calculate the ICER for the new therapy in terms of cost per additional month of disease-free survival.

ICER = (Costtreatment a – Costtreatment b) / (Effecttreatment a – Effecttreatment b)

ICER = (10000 – 6000) / (4 – 2) = 4000 / 2 = $2000 per additional month of disease-free survival

100

What type of cost is the cost of the medication?

Direct Medical

100

If you have a health condition where patients transition between several states over a number of years, should you use a decision tree or a Markov model to evaluate this?

Markov model

200

In a large healthcare system, you need to decide between two new medications, MedX and MedY, for treating a chronic condition. Both medications have the same clinical efficacy and safety profile. Which medication is more cost-effective over a 1-year period based on the provided data?

Medication MedX:

  • Initial cost: $150 per bottle
  • Dosage: 1 bottle per month
  • Monthly follow-up visit: $30
  • Number of follow-up visits per year: 6

  • Medication MedY:
    • Initial cost: $120 per bottle
    • Dosage: 1 bottle every 2 months
    • Monthly follow-up visit: $25
    • Number of follow-up visits per year: 4

Med Y is more cost effective ($820 versus $1980 for Med X)

200

What term is used to describe the concept that there is not an infinite amount of money available?

Scarcity

200

A new heart failure drug costs $5,000 per year and improves survival by 2 years compared to a standard treatment that costs $3,000 per year and improves survival by 1.5 years. The lambda is $2000. Should the new drug be accepted or rejected?

ICER = (Costtreatment a – Costtreatment b) / (Effecttreatment a – Effecttreatment b)

ICER = (5000 – 3000) / (2 – 1.5) = 2000 / 0.5 = $4000 per additional year survival

$4000 is greater than $2000, so the new drug should be rejected.

200

What type of cost is the cost of a house cleaning service for a chemo patient that is unable to clean thoroughly due to illness?

Direct Non-Medical
200

A new drug has the following probabilties of preventing migraines from one day to the next.

- Migraine day to no migraine day = 0.7

- Migraine day to migraine day = 0.3

- No migraine day to no migraine day = 0.8

- No migraine day to migraine day = 0.2

Based on this, what is the likelihood that a patient on the drug will have a migraine today and no migraine tomorrow?


0.7 or 70%

300

A pharmacy implements a medication therapy management program for diabetic patients at a cost of $7,000 per year. The program results in $10,000 in direct medical savings and $3,000 in productivity gains. What is the benefit/cost ratio of the program?

Total benefits = $10,000 + $3,000 = $13,000; Benefit/cost ratio = $13,000 / $7,000 = 1.86

300

What term describes the concept that occurs when a pharmacy has more Lantus in stock than what they can sell prior to the expiration date?

Surplus

300

Pharmacy researchers would like to estimate the utility of atrial fibrillation-associated stroke to determine the value of a pharmacist-conducted anticoagulation service for stroke prevention. They perform the necessary steps for a time tradeoff and then a separate standard gamble estimation. On average, patient-subjects reveal that they would be indifferent between living for 12 years in perfect health vs. the 15-year average expected life after having a stroke and suffering its consequences. Patient-subjects separately reveal that they are indifferent between living with stroke and its consequences vs. a gamble of undergoing a surgical procedure that has a 15% chance of resulting in their death and an 85% chance of keeping them in perfect stroke-free health.

What is the estimated utility based on the time tradeoff method?

Utility = 12/15 = 0.8

300

Which of the following costs would a hospital perspective be concerned with for a mental health intervention?

- Cost of therapy sessions

- Cost of medication for mental health

- Cost of lost productivity due to mental health issues

- Cost of a support group for patients

- Cost of therapy sessions

- Cost of medication for mental health

- Cost of a support group for patients

300

A health system is evaluating two new antidepressant meds for addition to its formulary: Drug A and Drug B. You are provided with the following information:

•    Drug A:

          •    Cost: $300 per treatment

          •    60% chance of clinical success

          •    10% chance of side effects (treatable at an additional $150)

•    Drug B:

          •    Cost: $500 per treatment

          •    80% chance of clinical success

          •    20% chance of side effects (treatable at an additional $200)

What is the total cost of Success for Drug A?

  • Success (0.60) with side effects (0.1) = 0.06 x $450 = $27
  • Success (0.60) with no side effects (0.9) = 0.54 x $300 = $162

Total Cost = $189

400

A wellness program costs a company $50,000 per year. The program reduces sick days by 150 days annually. If the average daily wage is $200 per employee, what is the program’s Net Benefit?

Productivity Gained = (150) x (200) = $30,000

Net Benefit = $30,000 - $50,000 = -$20,000

400

What term describes the concept that occurs when a pharmacy can’t obtain enough Adderall to fill all of the prescriptions that are sent due to a DEA manufacturing limits?

Shortage

400

Pharmacy researchers would like to estimate the utility of atrial fibrillation-associated stroke to determine the value of a pharmacist-conducted anticoagulation service for stroke prevention. They perform the necessary steps for a time tradeoff and then a separate standard gamble estimation. On average, patient-subjects reveal that they would be indifferent between living for 12 years in perfect health vs. the 15-year average expected life after having a stroke and suffering its consequences. Patient-subjects separately reveal that they are indifferent between living with stroke and its consequences vs. a gamble of undergoing a surgical procedure that has a 15% chance of resulting in their death and an 85% chance of keeping them in perfect stroke-free health.

What is the estimated utility based on the standard gamble method?

Utility = 0.85

400

A pharmaceutical company anticipates a benefit of $50,000 as a flat payout in 3 years from the launch of a new drug. The discount rate is 7%. Calculate the present value of this benefit assuming the drug is launched this year.

PV = FV / (1 + r)t   FV = $50,000   r = 0.07     t = 3

PV = 50,000/(1+0.07)3 = 50,000/1.225043 = $40,814.89

400

A health system is evaluating two new antidepressant meds for addition to its formulary: Drug A and Drug B. You are provided with the following information:

•    Drug A:

          •    Cost: $300 per treatment

          •    70% chance of clinical success

          •    10% chance of side effects (treatable at an additional $100)

•    Drug B:

          •    Cost: $400 per treatment

          •    85% chance of clinical success

          •    20% chance of side effects (treatable at an additional $100)

What is the CER for Drug A?

  • Success (0.70) with side effects (0.1) = 0.07 x $400 = $28
  • Success (0.70) with no side effects (0.9) = 0.63 x $300 = $189
  • Failure (0.30) with side effects (0.1) = 0.03 x $400 = $12
  • Failure (0.30) with no side effects (0.9) = 0.27 x $300 = $81
  • Total Cost = $310
  • CER = 310/0.7 = $442.86 per successful outcome
500

Using the Human Capital Method, calculate the indirect benefit of a pharmacy intervention for asthma patients. The average daily wage is $150/day, and patients missed 15 days before the intervention and 5 days after the intervention.

Difference in days missed = 15 – 5 = 10

Indirect benefit = (10) x (150) = $1500

500

If a pharmacy manager notices that the smoking cessation appointments are always booked out months in advance with a waiting list, which of the following options have the potential to bring the supply and demand into equilibrium? (Select all that apply)

  • Hire another pharmacist to double the number of appointments offered per day
  • Increase the out-of-pocket cost patients pay per appointment
  • Decrease the out-of-pocket cost patients pay per appointment
  • Decrease the number of appointments offered per day
  • Hire another pharmacist to double the number of appointments offered per day
  • Increase the out-of-pocket cost patients pay per appointment
500

If a healthcare intervention costs $200,000 and produces 5 additional life years with a utility of 0.6, is it considered cost-effective if the threshold is $50,000 per QALY?

QALYs gained = 5 * 0.6 = 3

200,000 – 0 / 3 – 0 = $66,667 per additional QALY so NOT cost effective b/c more than $50,000

500

A hospital acquired a drug costing $25,000 in July 2021. The annual inflation rate in drug prices was 3.5% from July 2021 to July 2024. Calculate the present value of the drug acquisition cost in July 2024.

PV = Costs * (1 + r)t

$25,000 * (1.035)3 = $27,717.95

500

A new drug has the following probabilities of preventing migraines from one day to the next.

- Migraine day to no migraine day = 0.7

- Migraine day to migraine day = 0.3

- No migraine day to no migraine day = 0.8

- No migraine day to migraine day = 0.2

Based on this, what is the likelihood that a patient on the drug that doesn't have a migraine today will have a migraine 3 days from now?

No migraine day --> (0.2) migraine day --> (0.3) migraine day --> (0.3) migraine day = 0.018

No migraine day --> (0.2) migraine day --> (0.7) no migraine day -- > (0.2) migraine day = 0.028

No migraine day --> (0.8) no migraine day --> (0.2) migraine day --> (0.3) migraine day = 0.048

No migraine day --> (0.8) no migraine day --> (0.8) no migraine day --> (0.2) migraine day = 0.128

Total probability = 0.018 + 0.028 + 0.048 +0.128 = 0.222 or 22.2%