OCHESTER 1. (12 points) Supply and Demand for Riesling The Finger Lakes region of New York State is known for its Rieslings. The demand function for bottles of wine from this region (in 100,000s) has two variables average annual income of purchasers. The functional form is: Qd=-2Pd-5+0.0011, where the price of wine and the Qd is quantity sold, Pd is the price of one bottle of wine, and I is equal to average income. Assume average annual income today is $30,000. A) (3 points) Calculate and plot the demand curve. B) (3 points) Calculate and plot the demand curve for I = $35,000 on the same graph as used in part a. == C) (6 points) Now assume a supply curve, Qs = 25P, - 175. Plot the supply curve on the same graph. Compute the equilibrium prices and quantities for the two demand curves.

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OCHESTER
1. (12 points) Supply and Demand for Riesling
The Finger Lakes region of New York State is known for its Rieslings. The demand function
for bottles of wine from this region (in 100,000s) has two variables
average annual income of purchasers. The functional form is: Qd=-2Pd-5+0.0011, where
the price of wine and the
Qd is quantity sold, Pd is the price of one bottle of wine, and I is equal to average income.
Assume average annual income today is $30,000.
A) (3 points) Calculate and plot the demand curve.
B) (3 points) Calculate and plot the demand curve for I = $35,000 on the same graph as
used in part a.
==
C) (6 points) Now assume a supply curve, Qs = 25P, - 175. Plot the supply curve on the
same graph. Compute the equilibrium prices and quantities for the two demand curves.
Transcribed Image Text:OCHESTER 1. (12 points) Supply and Demand for Riesling The Finger Lakes region of New York State is known for its Rieslings. The demand function for bottles of wine from this region (in 100,000s) has two variables average annual income of purchasers. The functional form is: Qd=-2Pd-5+0.0011, where the price of wine and the Qd is quantity sold, Pd is the price of one bottle of wine, and I is equal to average income. Assume average annual income today is $30,000. A) (3 points) Calculate and plot the demand curve. B) (3 points) Calculate and plot the demand curve for I = $35,000 on the same graph as used in part a. == C) (6 points) Now assume a supply curve, Qs = 25P, - 175. Plot the supply curve on the same graph. Compute the equilibrium prices and quantities for the two demand curves.
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