Question 1 Given a monopolist who has identified two submarkets or group of buyers for its product with demand schedule: ๐บ๐๐๐ข๐ 1: ๐1๐ท=40 โ 5๐1 ๐๐๐ ๐บ๐๐๐ข๐ 2: ๐2๐ท=60 โ10๐2 The short run total cost curve of the monopolist is: ๐๐๐ถ: ๐ถ(๐)= 0.25๐2+120, where ๐ = ๐1+ ๐2, with ๐1 ๐๐๐ ๐2 as quantities in submarkets 1 and 2 respectively. ๐1 ๐๐๐ ๐2 are the units prices in (rands) in submarkets 1 and 2.
Question
Question 1 Given a monopolist who has identified two submarkets or group of buyers for its product with demand schedule: ๐บ๐๐๐ข๐ 1: ๐1๐ท=40 โ 5๐1 ๐๐๐ ๐บ๐๐๐ข๐ 2: ๐2๐ท=60 โ10๐2 The short run total cost curve of the monopolist is: ๐๐๐ถ: ๐ถ(๐)= 0.25๐2+120, where ๐ = ๐1+ ๐2, with ๐1 ๐๐๐ ๐2 as quantities in submarkets 1 and 2 respectively. ๐1 ๐๐๐ ๐2 are the units prices in (rands) in submarkets 1 and 2.
Solution
The question seems to be asking for a solution to a problem involving a monopolist who has identified two submarkets for its product. The demand schedules for the two groups are given, as well as the short run total cost curve of the monopolist. However, without a specific question or direction, it's unclear what exactly you're asking for.
Are you looking for the profit-maximizing quantity and price in each market? Or perhaps the total profit for the monopolist? Please provide more details so I can assist you better.
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