The supply function for a product is given by, Qs = 3P - 4. A unit tax( t) is then imposed on the supplier. The new supply function becomes P= 0.333Q +1.333+t P= 0.333Q +1.333 t -0.3330+1.333 - t P=- 0.3330 +1.333+t
The supply function for a product is given by, Qs = 3P - 4. A unit tax( t) is then imposed on the supplier. The new supply function becomes P= 0.333Q +1.333+t P= 0.333Q +1.333 t -0.3330+1.333 - t P=- 0.3330 +1.333+t
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![The supply function for a product is given by,
Qs = 3P - 4. A unit tax(t) is then imposed on
the supplier. The new supply function
becomes
P= 0.333Q +1.333 +t
P= 0.3330 +1.333 -t
- 0.3330 +1.333 -t
P=- 0.3330 +1.333+t](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9ef03432-8761-4fef-92bc-e691defef05c%2Fbb3211ea-3531-482d-b044-f01806071107%2Fid7ktu_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The supply function for a product is given by,
Qs = 3P - 4. A unit tax(t) is then imposed on
the supplier. The new supply function
becomes
P= 0.333Q +1.333 +t
P= 0.3330 +1.333 -t
- 0.3330 +1.333 -t
P=- 0.3330 +1.333+t
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