Question

You are given the following data on P and O for gasoline both before and affer the imposition of a per gallon tax on producer
Part C: Using this elastioity value, fit the given data instead into a demand function of the constant elasticity form Using
Part D Suppose this per gallon tax on producers raises $105 in tax rovenue for the govemment From this, what can wo conclude
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Answer #1

Elasticity = % change in quantity/ % change in price

= (35-40)/40 / (4-3)/3

= -15/40

= -0.375

C) Elasticity = dq/q / dp/p

= dq/dp * p/q

= -0.375

Option B

dq/dp = -0.375*60.39*P^-1.375

P/Q = P /60.39*P^-.0375 = P^1.375/60.39

dq/dp * P/Q = -0.375

D) inelastic, consumer

As the tax revenue increases, it means that demand decreased at less than proportional increase in price which implies relatively inelastic demand. The lower the elasticity, the greater is the incidence of tax Bourne by the consumer.

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