Calculus has two parts: differential and integral calculus. Historically, differential calculus was concerned with finding lines tangent to curves and with calculating extrema (i.e., maxima and minima) of curves. Integral calculus has its roots in attempting to determine the areas of regions bounded by curves or in finding the volumes of solids. The two parts of calculus are closely related: The basic operation of one can be considered the inverse of the other. This result is known as the fundamental theorem of calculus and goes back to Newton and Leibniz, who were the first to understand its meaning and to put it to use in solving difficult problem
The most important way to learn calculus is through problem-solving. While going through the solutio...
The differential calculus.--Coordinate or analytical geometry.--Functions with singular properties.-...
Propaedeutics of Differential and Integral Calculi Author: Ing. Martin Malachov Department: Departme...
Calculus has a long development history and its ideas can be traced back to the ancient Greek period...
Based upon Active Calculus by Matthew Boelkins Several fundamental ideas in calculus are more than 2...
Designing the curriculum We believe that calculus can be for students what it was for Euler and the ...
Summary This paper introduces DD calculus and describes the basic calculus concepts of derivative an...
The Calculus was probably first developed by Newton in his "Methodus Calculus" in the year 1671. Th...
This book offers an overview of the central ideas in calculus and gives examples of how calculus is ...
Our writing is based on three premises. First/ life sciences students are motivated by and respond w...
Calculus arose as a tool for solving practical scientific problems through the centuries. However, i...
This is a draft of a self-published digital textbook “Calculus: An Integrated Approach” by Matt Cath...
Includes index.Slopes and rates of change -- The inverse of differentiation -- Differentiation of al...
We argue that the use of differentials in introductory calculus courses provides a unifying theme wh...
0.1 General introduction The main objects of calculus are functions and a central idea is that of li...
The most important way to learn calculus is through problem-solving. While going through the solutio...
The differential calculus.--Coordinate or analytical geometry.--Functions with singular properties.-...
Propaedeutics of Differential and Integral Calculi Author: Ing. Martin Malachov Department: Departme...
Calculus has a long development history and its ideas can be traced back to the ancient Greek period...
Based upon Active Calculus by Matthew Boelkins Several fundamental ideas in calculus are more than 2...
Designing the curriculum We believe that calculus can be for students what it was for Euler and the ...
Summary This paper introduces DD calculus and describes the basic calculus concepts of derivative an...
The Calculus was probably first developed by Newton in his "Methodus Calculus" in the year 1671. Th...
This book offers an overview of the central ideas in calculus and gives examples of how calculus is ...
Our writing is based on three premises. First/ life sciences students are motivated by and respond w...
Calculus arose as a tool for solving practical scientific problems through the centuries. However, i...
This is a draft of a self-published digital textbook “Calculus: An Integrated Approach” by Matt Cath...
Includes index.Slopes and rates of change -- The inverse of differentiation -- Differentiation of al...
We argue that the use of differentials in introductory calculus courses provides a unifying theme wh...
0.1 General introduction The main objects of calculus are functions and a central idea is that of li...
The most important way to learn calculus is through problem-solving. While going through the solutio...
The differential calculus.--Coordinate or analytical geometry.--Functions with singular properties.-...
Propaedeutics of Differential and Integral Calculi Author: Ing. Martin Malachov Department: Departme...