# Answer to Question #70319 in Microeconomics for William

Question #70319

"The pricing of pharmaceutical products can be controversial. A recent example is EpiPen

produced by Mylan which is used to treat anaphylaxis. The retail price of an EpiPen is

$300, while industry sources estimate that it costs around $30 to produce each unit (i.e.

one dose). Despite this high price, Mylan sells 1 million units a year."

Based on the above information, I have been told to solve the following question:

"Assume Mylan's indirect demand function is linear: P = a – bQ, where Q is measured

in millions of units. Using the definition of the point elasticity of demand, the elasticity

you calculated in part 1 and the unit sales of EpiPen, find the values of “a” and “b” in the

above equation."

I have already found the Elasticity in Part 1, it was found to be -0.9, but I am unsure on how to proceed.

produced by Mylan which is used to treat anaphylaxis. The retail price of an EpiPen is

$300, while industry sources estimate that it costs around $30 to produce each unit (i.e.

one dose). Despite this high price, Mylan sells 1 million units a year."

Based on the above information, I have been told to solve the following question:

"Assume Mylan's indirect demand function is linear: P = a – bQ, where Q is measured

in millions of units. Using the definition of the point elasticity of demand, the elasticity

you calculated in part 1 and the unit sales of EpiPen, find the values of “a” and “b” in the

above equation."

I have already found the Elasticity in Part 1, it was found to be -0.9, but I am unsure on how to proceed.

Expert's answer

As P = a - b*Q, P = $300, Q = 1,000,000 units and Ed = -0.9, then using the definition of the point elasticity of demand b = |Ed| = 0.9, so:

300 = a - 0.9*1,000,000,

a = 900,300.

300 = a - 0.9*1,000,000,

a = 900,300.

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