COST, INSURANCE, AND RETURNS Flashcards
(85 cards)
What is the difference between self payment and third party payers?
Self-pay: individuals pay for meds at time of service.
Third party pay: insurance plans or programs that pay part or all of medication bill.
Name the 2 ways the pharmacy calculates a selling price and their abbreviations.
Cost Plus Markup
Average Wholesale Price (AWP)
30 capsules of a drug cost $5.00. What is our cost if we sell 15 capsules in a prescription?
$5.00 / 30 caps = 0.1666 x 15 caps = $2.499
$2.499 rounded up is $2.50
Cost = $2.50
Define markup.
The amount we wish to make for our return on investment.
What is our markup if we pay $2.50 for 15 capsules and want to make a 30% return on investment?
$2.50 x 30% = 2.5 x 0.30 = 0.75
Markup cost = $0.75
What is the our total selling price if:
Cost = $2.50
Markup = $0.75
Dispensing Fee = $2.00
2.50 + 0.75 + 2.00 = 5.25
Total selling cost = $5.25
What is the our selling price if:
Cost = $2.50
Markup = $0.75
Dispensing Fee = $2.00
2.50 + 0.75 + 2.00 = 5.25
Selling Price = $5.25
Cost Plus Markup formula.
Cost + (Cost x Markup) + Dispensing Fee = Selling Price
Calculate selling price for 60 tablets.
Cost: $200.00/1000 tabs
Markup: 34%
Dispensing fee: $4.50
$200.00 / 1000 tabs = $0.20 per tab
$0.20 x 60 tabs = $12.00 = cost
$12.00 x 0.34 = $4.08 = markup
$12.00 + $4.08 + $4.50 = $20.58 selling price 60 tabs
Calculate selling price for 30 tablets.
Cost = $138.50/100 tabs
Markup = 28%
Dispensing fee = $3.75
$138.50 / 100 tabs = $1.385 per tab
$1.385 x 30 tabs = $41.55 = cost
$41.55 x 0.28 = $11.63 = markup
$41.55 + $11.63 + $3.75 = $56.93 selling price 30 tabs
Calculate selling price for 240 ml.
Cost = $48.99/300 ml
Markup = 40%
Dispensing fee = $5.50
$48.99 / 300 ml = $0.1633 per ml
- 1633 x 240 = $39.19 cost
- 19 x 0.40 = $15.68 markup
- 19 + 15.68 + 5.50 = $60.37 selling price 240ml
Calculate selling price for 100 caps.
Cost = $19.99/50 caps
Markup = 38%
Dispensing fee = $4.75
$19.99 / 50 caps = $0.3998 per cap
$0.3998 X 100 caps = $39.98 cost
$39.98 x 0.38 = $15.19 markup
$39.98 + $15.19 + $4.75 =$59.92 selling price 100 caps
Calculate selling price for 100 tabs.
Cost = $158.57/1000 tabs
Markup = 47%
Dispensing fee = $3.00
$158.57 / 1000 tabs = $0.15857 per tab
.015857 x 100 = $15.86 cost
15.86 x 0.47 = $7.45 markup
15.86 + 7.45 + 3.00 = $26.31 selling price 100 tabs
Calculate selling price for 3 inhalers.
Cost = $45.34/inhaler
Markup = 30%
Dispensing fee = $4.89
$45.34 per inhaler = cost
- 34 x 3 = $136.02
- 02 x .30 = $40.81 markup
- 02 + 40.81 + 4.89 = $181.72 selling price 3 inhalers
Calculate selling price for 250 tabs.
Cost = $35.90/100 tabs
Markup = 35%
Dispensing fee = $7.00
$35.90 / 100 tabs = $0.359 per tab
- 359 x 250 = $89.75 cost
- 75 x .35 = $31.41 markup
- 75 + 31.41 + 7.00 =$128.16 selling price 250 tabs
What is AWP?
Average Wholesale Price
AWP formula.
(AWP) ± (AWP x Percent) + (Dispensing Fee) = Selling Price
Dispense fee: $3.00
AWP%: -4%
$358.90/100 caps
Order for 14 caps
AWP: 358.90/100 = x/14 50.25 = x = AWP
(AWP) ± (AWP x Percent)+(Dispensing Fee) = Selling Price
(50.25) - (50.25 x 0.04) + 3.00
(50.25) - (2.01) + 3.00 = $51.24
Dispense fee: $2.00
AWP %: -3%
$199.75/100 caps
Order for 60 caps
AWP: 199.75/100 = x/60 119.85 = x = AWP
AWP ± (AWP x %) + Dispensing Fee = Selling Price
(119.85) - (119.95 x 0.03) + 2.00
119.85 - 3.60 + 2.00 = $118.25
Dispense fee: $4.00 AWP %: -3% $49.50/60 g Copay: $5.00 Order for 15 g
AWP: 49.50/60 = x/15 12.38 = x = AWP
AWP ± (AWP x %) + Dispensing Fee = Selling Price
(12.38) - (12.38 x 0.03) + 4.00
12.38 - 0.37 + 4.00 - 5.00 = $11.01
Dispense fee: $4.75
AWP %: -15%
$29.99/10 caps
Order for 50 caps
AWP: 29.99/10 = x/50 149.95 = x = AWP
AWP ± (AWP x %) + Dispensing Fee = Selling Price
(149.95) - (149.95 x 0.15) + 4.75
149.95 - 22.49 + 4.75 = $132.21
Approximately, what percentage of all total health expenditures are now paid by third party insurance?
85%
Approximately, what percentage of all total pharmacy services are now paid by third party insurance?
70%
What two types of third party payers are there?
Private insurers and Government.