Romberg's Method Numerical Integration

Romberg's Method Numerical Integration is based on the trapezoidal rule, where we use two estimates of an integral to compute a third integral that is more accurate than the previous integrals. This is called Richardson's extrapolation.

Romberg's Method Numerical Integration

: ∫() dx

Solution:

Conditions to write equation:
Write exp(y) to calculate ey value
Write log(x,y) to find logyx value
Write sin(y) to get sin y value
Use pow(y,2) for y2
Use y as an operand
Please check your equation before submitting.
Click here to see Examples
Integral Calculus Calculator
Equation
Upper Limit
Lower Limit
 
Select the precision that you need:    

Result    ∫f(y) =

Romberg's Method Numerical Integration is based on the trapezoidal rule, where we use two estimates of an integral to compute a third integral that is more accurate than the previous integrals. This is called Richardson's extrapolation.

Code to add this calci to your website Expand embed code Minimize embed code

Numerical Integration using Romberg's Method is made easier. Free online Integral Calculus Calculator.

Related Calculators:


english Calculators and Converters

Top Calculators


Sitemap