Question #51472

Given the following estimated demand equation,
Where Qy is the quantity demanded of good Y, Py is the price of good Y, I is the income of the consumer, Px, Pw and Pz are the prices of good X, W and Z respectively. Py = 100, Pw = 300, Pz = 400, Px =100 and M = 40,000. Compute income elasticity of demand, own-price elasticity of demand and the three cross-price elasticity of demand.

Expert's answer

Qdy= 3,000 - Py - 5.6Pw + 0.4Px + 0.000003Pz + 0.004M

Where Qy is the quantity demanded of good Y, Py is the price of good Y, I is the income of the consumer, Px, Pw and Pz are the prices of good X, W and Z respectively.

Py = 100, Pw = 300, Pz = 400, Px =100 and M = 40,000.

To compute income elasticity of demand we need to know the income I, which is not provided.

Own-price elasticity of demand is Q'(Py) = -1, so the demand for good Y is unit-elastic.

Where Qy is the quantity demanded of good Y, Py is the price of good Y, I is the income of the consumer, Px, Pw and Pz are the prices of good X, W and Z respectively.

Py = 100, Pw = 300, Pz = 400, Px =100 and M = 40,000.

To compute income elasticity of demand we need to know the income I, which is not provided.

Own-price elasticity of demand is Q'(Py) = -1, so the demand for good Y is unit-elastic.

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