An introduction to mathematical economics, showing the application of linear algebra, differential calculus and constrained optimization techniques to the modelling of decision making by economic agents. Examples include analysis of the consumer resource allocation problem and of the selection of preferred production plans by various types of firms.

Antirequisite(s): Economics 2210A/B.

Prerequisite(s): Economics 1021A/B and Economics 1022A/B; and 0.5 from Mathematics 1225A/B, Mathematics 1230A/B, Calculus 1000A/B, and 0.5 from Mathematics 1229A/B, Mathematics 1600A/B, Calculus 1301A/B, or Calculus 1501A/B.

Extra Information: 3 lecture hours.