Introduction: In Chapter 2 the derivative of a function of one variable is discussed.
Definition: Let y(x) be a function of one variable. Then the derivative of the derivative y′(x) is called the second-order derivative of y(x). The second-order derivative is denoted as y″.
Remark: The second-order derivative can be determined from the first-order derivative by the usual rules of differentiation.
Definition: Let y(x) be a function of one variable. Then the derivative of the derivative y′(x) is called the second-order derivative of y(x). The second-order derivative is denoted as y″.
Remark: The second-order derivative can be determined from the first-order derivative by the usual rules of differentiation.