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Newest Maths for Economics summaries

Non-linear equations in economics Non-linear equations in economics

  • Non-linear equations in economics

  • Summary • 14 pages • 2022
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    • A summary of non linear equations.
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Basic integration Basic integration

  • Basic integration

  • Summary • 12 pages • 2022
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    • A summary on basic integration.
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Matrix algebra for economics Matrix algebra for economics

  • Matrix algebra for economics

  • Summary • 37 pages • 2022
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    • A summary of matrix algebra and its applications in economics.
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Economic applications of financial maths Economic applications of financial maths

  • Economic applications of financial maths

  • Summary • 35 pages • 2022
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    • A summary on how financial maths is applied to economics.
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Differentiation in economics Differentiation in economics

  • Differentiation in economics

  • Summary • 23 pages • 2022
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    • How to find magical revenue and marginal cost using differentiation.
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Multivariate optimisation in economics Multivariate optimisation in economics

  • Multivariate optimisation in economics

  • Summary • 47 pages • 2022
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    • A summary on multivariate optimisation in economics.
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Linear equations in economics Linear equations in economics

  • Linear equations in economics

  • Summary • 47 pages • 2022
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    • A summary on how to apply linear equations in economics.
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Maths for economics

  • Maths for economics

  • Package deal • 12 items • 2022
  • A summary on the applications of linear equations in economics, non-linear equations, differentiation in economics, univariate optimisation in economics, elasticity calculations, financial maths, multivariate optimisation in economics, constrained optimisation, returns to scale, homogeneity, partial elasticities, and integration in economics.
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Constrained optimisation Constrained optimisation

  • Constrained optimisation

  • Summary • 17 pages • 2022
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    • A summary of the Lagrange multiplier method and utility maximisation.
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Returns to scale, homogeneity and partial elasticities. Returns to scale, homogeneity and partial elasticities.

  • Returns to scale, homogeneity and partial elasticities.

  • Summary • 17 pages • 2022
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    • A summary on returns to scale, homogeneity and partial elasticities.
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