by Schaum and Edward T. Ed. Dowling
List price: $15.95
A solved-problem introduction to basic concepts in calculus, differential equations, matrix algebra, and linear programming as applied to economics. In this edition, calculator solutions will replace the use of logarithm tables. Topics such as logarithmic differentiation, area under a curve, and l'Hopital's rule, as well as simultaneous differential and difference equations are added. The first four chapters have been redone to make them more rigorous. The book assumes no mathematics background beyond high school algebra and provides students with basic mathematical tools necessary for an understanding of economics as presently taught.
This guide covers such key concepts as Equations and Graphs , Functions , Systems of Equations , Linear (or Matrix) Algebra , Solving Linear Equations with Matrix Algebra , Linear Programming: Using Graphs , Linear Programming: The Simplex Algorithm and the Dual , Differential Calculus: The Derivative and the Rules of Differentiation , Differential Calculus: Uses of the Derivative , Exponential and Logarithmic Functions , Integral Calculus , Calculus of Multivariable Functions
Schaum and Edward T. Ed. Dowling
ISBN13: 978-0070176744A solved-problem introduction to basic concepts in calculus, differential equations, matrix algebra, and linear programming as applied to economics. In this edition, calculator solutions will replace the use of logarithm tables. Topics such as logarithmic differentiation, area under a curve, and l'Hopital's rule, as well as simultaneous differential and difference equations are added. The first four chapters have been redone to make them more rigorous. The book assumes no mathematics background beyond high school algebra and provides students with basic mathematical tools necessary for an understanding of economics as presently taught.
This guide covers such key concepts as Equations and Graphs , Functions , Systems of Equations , Linear (or Matrix) Algebra , Solving Linear Equations with Matrix Algebra , Linear Programming: Using Graphs , Linear Programming: The Simplex Algorithm and the Dual , Differential Calculus: The Derivative and the Rules of Differentiation , Differential Calculus: Uses of the Derivative , Exponential and Logarithmic Functions , Integral Calculus , Calculus of Multivariable Functions