Define Higher order Derivatives ?

Define Higher order Derivatives ?

asked 2021-02-08
Define Higher order Derivatives ?

Answers (1)

Step 1
To define: Higher Order Derivatives
Step 2
The first derivative of a function f(x) is another function f'(x)
The derivative of f'(x) is referred to as second order derivative f''(x)
This differentiation process can be continued to find the third, fourth, and successive derivatives of f( x), which are called higher order derivatives of f(x).
Example nth order derivative of f(x) will be \(\displaystyle{{f}^{{n}}{\left({x}\right)}}\)

Relevant Questions

asked 2021-04-23
Chain Rule and Higher Order Derivatives. Find the derivative
asked 2021-04-14
Find the following higher-order derivatives.
asked 2021-03-13
Higher-order derivatives Find ƒ'(x), ƒ''(x), and ƒ'''(x) for the following functions.
asked 2021-05-26
Solve the higher order derivatives:
asked 2021-05-19
Solve the higher order derivatives:
y''-6y+9y=0, y(0)=2, y'(0)=0
asked 2021-06-08
Solve the higher order derivatives:
asked 2021-05-08
Find the higher-order derivative.
asked 2021-05-07
Find the four second-order partial derivatives.
asked 2021-05-25
Find all second-order partial derivatives for the following.
asked 2021-05-18
Find all the second-order partial derivatives of the functions \(\displaystyle{g{{\left({x},{y}\right)}}}={{\cos{{x}}}^{{{2}}}-}{\sin{{3}}}{y}\)