If we suppose that the weekly price of milk is $3.40 per gallon and MPEP changes the weekly advertising to $300, the best-fitting regression model to estimate the weekly quantity of milk consumed would be Q = 6.52 - 1.614 (3.40) + .005 (300) = 2.533 gallons of milk. What is the elasticity between $5 and $4? Should you lower or raise price to maximize revenue? -
If we suppose that the weekly price of milk is $3.40 per gallon and MPEP changes the weekly advertising to $300, the best-fitting regression model to estimate the weekly quantity of milk consumed would be Q = 6.52 - 1.614 (3.40) + .005 (300) = 2.533 gallons of milk. What is the elasticity between $5 and $4? Should you lower or raise price to maximize revenue? -
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:If we suppose that the weekly price of milk is
$3.40 per gallon and MPEP changes the
weekly advertising to $300, the best-fitting
regression model to estimate the weekly
quantity of milk consumed would be Q = 6.52
- 1.614 (3.40) + .005 (300) = 2.533 gallons of
milk.
What is the elasticity between $5 and $4?
Should you lower or raise price to maximize
revenue?
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