QUESTION 3:
The payer is negotiating the managed care contract for the coming year and proposed two alternative reimbursement options:
Option A: Discounted fee-for-service with 5% on average reimbursement per admission
Option B: Capitation payment and pay $90 Per Member Per Month (PMPM) for the 15,000 members. In the meantime, the insurer will jointly work on a preventive care department project with the hospital and cover the initial investment. The new preventive care department is to deliver preventive care to members covered, which aims population health improvement. The admission is expected to reduce to 1,600 and the variable cost per admission is expected to reduce to $3,500. However, fixed cost to run the preventive care department will cost additional $500,000 to MMC.
Question 1: What’s the break-even volume of MMC?
Revenue |
10,000.00 |
Variable Cost |
4,000.00 |
Contribution Margin |
6,000.00 |
Fixed Cost |
9,000,000.00 |
Breakeven |
1,500.00 |
Question #2: MMC offered service to 1,800 patients last year to members covered by this insurance company. At this service volume, how much is the degree of operating leverage?
1800 units |
|
Sales |
18,000,000.00 |
Variable Cost |
7,200,000.00 |
Fixed Cost |
9,000,000.00 |
EBIT |
18,000,000.00 |
%EBIT |
66.67% |
% Sales |
11.11% |
Degree of Operating Leverage |
6.00 |
WORK FOR QUESTION 3: DISCUSS
Units |
1800 |
Revenue per admission |
9500 |
Sales |
17100000 |
Variable Cost No. of Units x 4000 |
7200000 |
Contribution Margin |
9900000 |
Fixed Cost |
9000000 |
EBIT or Profit |
90000 |
Degree of operating leverage=Contribution margin/operating income or EBIT |
11 |
Discuss the profit and business risk compared to the current fee-for-service payment.
Answer 1:- As given in the question Brak even pint is 1500 and revenue is 10,000 and Fixed cost is 9000000. Break even volume is the point of stage when sales is equivalent to variable cost and fixed cost. If the cost is above the sales, the company is losing, hence in the above question Break even Volume is 60,00,000 [( Break even point*revenue per unit)-Fixed cost)]= [(1500*10000)-9000000)]
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