cotton candy said:hii
also and me,
But ,I think at the time when change to symbolic multiplication (*)...
with my best wishes...!
Symbolic integration in Matlab using INT command is a process of finding the antiderivative of a given function symbolically, without numerical approximations. It is a powerful tool for solving complex integrals and can be used for a wide range of mathematical problems.
To use the INT command in Matlab for symbolic integration, first declare the variable or variables you want to integrate with respect to. Then, use the INT command followed by the function you want to integrate and the variable or variables. For example, INT(sin(x), x) will integrate sin(x) with respect to x.
Yes, you can specify limits of integration with the INT command in Matlab by adding the lower and upper limits after the function and variables. For example, INT(x^2, x, 0, 2) will integrate x^2 with respect to x from 0 to 2.
Symbolic integration allows for exact solutions to integrals, while numerical integration only provides approximations. Symbolic integration is also more efficient for solving complex integrals and can handle a wider range of functions.
Yes, there are some limitations to using the INT command for symbolic integration in Matlab. It may not be able to find a solution for certain functions or may take a long time to compute for very complex integrals. In these cases, it is best to use numerical integration methods in Matlab.