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With a less is more approach to introducing the reader to the fundamental concepts and uses of Calculus, this sequence of four books covers the usual topics of the first semester of calculus, including limits, continuity, the derivative, the integral and important special functions such exponential functions, logarithms, and inverse trigonometric functions.

With a less is more approach to building upon the complete foundations of calculus, this sequence of 6 books introduces the reader to the topics commonly found in a 2nd or 3rd semester/or 2nd- or 3rd-year level of college-level calculus. They introduce the concept of vectors and multiple differentiation and integration, including functions of multiple variables. Examples of applications to physics and other disciplines are offered to illustrate the utility of these advanced calculus tools. This second volume discusses the differential calculus of functions of several variables, beginning with functions of a single variable that take values in two or three dimensions. Graphically, these functions are shown as parametrized curves that may model the trajectory of an object. The book then goes on to cover the differential calculus real-valued functions of several variables. Finally, it covers the differential from functions of a single variable to functions of several variables.

With a less is more approach to building upon the complete foundations of calculus, this sequence of 6 books introduces the reader to the topics commonly found in a 2nd or 3rd semester/or 2nd- or 3rd-year level of college-level calculus. They introduce the concept of vectors and multiple differentiation and integration, including functions of multiple variables. Examples of applications to physics and other disciplines are offered to illustrate the utility of these advanced calculus tools. This third volume discusses various versions of the chain rule for functions of several variables, showing that while not as useful as using the chain rule for functions of a single variable they can be interpreted in ways that lead to useful general results.

With a less is more approach to building upon the basic foundations of calculus, this sequence of 5 books introduces the reader to the topics commonly found in a 2nd semester/2nd year level of college-level calculus. They cover in greater detail the methods of integration and the uses of both the integral and differential equations in common problems encountered in most STEM curricula.

With a less is more approach to building upon the complete foundations of calculus, this sequence of 6 books introduces the reader to the topics commonly found in a 2nd or 3rd semester/or 2nd- or 3rd-year level of college-level calculus. They introduce the concept of vectors and multiple differentiation and integration, including functions of multiple variables. Examples of applications to physics and other disciplines are offered to illustrate the utility of these advanced calculus tools. This third volume discusses various versions of the chain rule for functions of several variables, showing that while not as useful as using the chain rule for functions of a single variable they can be interpreted in ways that lead to useful general results.

With a less is more approach to building upon the complete foundations of calculus, this sequence of 6 books introduces the reader to the topics commonly found in a 2nd or 3rd semester/or 2nd- or 3rd-year level of college-level calculus. They introduce the concept of vectors and multiple differentiation and integration, including functions of multiple variables. Examples of applications to physics and other disciplines are offered to illustrate the utility of these advanced calculus tools. This third volume discusses various versions of the chain rule for functions of several variables, showing that while not as useful as using the chain rule for functions of a single variable they can be interpreted in ways that lead to useful general results.

With a less is more approach to building upon the complete foundations of calculus, this sequence of 6 books introduces the reader to the topics commonly found in a 2nd or 3rd semester/or 2nd- or 3rd-year level of college-level calculus. They introduce the concept of vectors and multiple differentiation and integration, including functions of multiple variables. Examples of applications to physics and other disciplines are offered to illustrate the utility of these advanced calculus tools. This third volume discusses various versions of the chain rule for functions of several variables, showing that while not as useful as using the chain rule for functions of a single variable they can be interpreted in ways that lead to useful general results.