b. Hasbro's own division of production determined that they would only supply 140,000 furbies at a price of $24.44. However, they would increase production to 220,000 if the price per furby was $74.44. Find the linear supply equation (price function, y) as a function of the quantity, x, sold. p(z) =Number x+ Number (Round the coefficient of x to 5 decimal places.) !! c. Find the equilibrium point of demand and supply functions in part a and b. (Round to 2 decimal places) Number

ECON MICRO
5th Edition
ISBN:9781337000536
Author:William A. McEachern
Publisher:William A. McEachern
Chapter5: Elasticity Of Demand And Supply
Section: Chapter Questions
Problem 1.1P: (Calculating Price Elasticity of Demand) Suppose that 50 units of a good are demanded at a price of...
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I pretty sure I got the first part right. I am struggling with bottom parts.

Hasbro conducted market research to determine the optimal price to set for their Furby dolls.
a. Through many focus groups, Hasbro determined they could sell 110,000 furbies at a price of $19.99. However, if they lowered their price to $9.99, they
could sell 10,000 more furbies. Find the linear demand equation (price function, y) as a function of the quantity, x, sold.
p(x) = -0.001
r+ 19.99
(Round the coefficient of x to 5 decimal places. Round the constant term to 2 decimal places.)
b. Hasbro's own division of production determined that they would only supply 140,000 furbies at a price of $24.44. However, they would increase production
to 220,000 if the price per furby was $74.44. Find the linear supply equation (price function, y) as a function of the quantity, x, sold.
p(x) =| Number
x+ Number
(Round the coefficient of x to 5 decimal places.)
c. Find the equilibrium point of demand and supply functions in part a and b. (Round to 2 decimal places)
Number
y = $ Number
Transcribed Image Text:Hasbro conducted market research to determine the optimal price to set for their Furby dolls. a. Through many focus groups, Hasbro determined they could sell 110,000 furbies at a price of $19.99. However, if they lowered their price to $9.99, they could sell 10,000 more furbies. Find the linear demand equation (price function, y) as a function of the quantity, x, sold. p(x) = -0.001 r+ 19.99 (Round the coefficient of x to 5 decimal places. Round the constant term to 2 decimal places.) b. Hasbro's own division of production determined that they would only supply 140,000 furbies at a price of $24.44. However, they would increase production to 220,000 if the price per furby was $74.44. Find the linear supply equation (price function, y) as a function of the quantity, x, sold. p(x) =| Number x+ Number (Round the coefficient of x to 5 decimal places.) c. Find the equilibrium point of demand and supply functions in part a and b. (Round to 2 decimal places) Number y = $ Number
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