Equilibrium Point Yaster Cookware is planning to introduce a new line of cast-iron pans. A marketing company established price-demand and price-supply tables for selected prices, shown in the tables below, where a is the number of pans people are willing to buy and Yaster is willing to sell each month at a price of p dollars per pan. Price-Demand: p= D(x) 984 410 2140 220 2940 143 4200 55 5125 45 Price-Supply p = S(x) 984 21 2140 77 2940 108 4200 150 5125 190 Find a quadratic regression model for the price-demand data and a linear regression model for the price-supply data. Use these models to answer the following questions.
Equilibrium Point Yaster Cookware is planning to introduce a new line of cast-iron pans. A marketing company established price-demand and price-supply tables for selected prices, shown in the tables below, where a is the number of pans people are willing to buy and Yaster is willing to sell each month at a price of p dollars per pan. Price-Demand: p= D(x) 984 410 2140 220 2940 143 4200 55 5125 45 Price-Supply p = S(x) 984 21 2140 77 2940 108 4200 150 5125 190 Find a quadratic regression model for the price-demand data and a linear regression model for the price-supply data. Use these models to answer the following questions.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Estimate the supply at the price level $180.
pans. Round to the nearest pan.
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Transcribed Image Text:Equilibrium Point
Yaster Cookware is planning to introduce a new line of cast-iron pans. A marketing company
established price-demand and price-supply tables for selected prices, shown in the tables below,
where a is the number of pans people are willing to buy and Yaster is willing to sell each month at a
price of p dollars per pan.
Price-Demand:
p = D(x)
984
410
2140
220
2940
143
4200
55
5125
45
Price-Supply
p= S(x)
984
21
2140
77
2940
108
4200
150
5125
190
Find a quadratic regression model for the price-demand data and a linear regression model for the
price-supply data. Use these models to answer the following questions.
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