- #1
expscv
- 241
- 0
having problem with intergrate :
... _
_/ 4 / (x^2-2x-1) dx
thx
... _
_/ 4 / (x^2-2x-1) dx
thx
Last edited:
"Having problem with integrate" means encountering difficulty while trying to find the integral of a given function. This could be due to a variety of reasons, such as the complexity of the function or a lack of understanding of integration techniques.
The given function, 4 / (x^2-2x-1), is a rational function used to represent the relationship between two variables, where the numerator and denominator are both polynomials. This function can be used to solve various mathematical problems, such as finding the area under a curve or calculating the volume of a solid.
Some common techniques for integrating this function include using the Power Rule, u-substitution, and integration by parts. It may also be helpful to simplify the function through factoring or partial fraction decomposition before attempting to integrate.
You can check if your integration is correct by taking the derivative of your result and comparing it to the original function. If the derivative matches the original function, then your integration is likely correct. You can also use online integration calculators or ask a math teacher or tutor for assistance.
Some tips for improving your integration skills include practicing regularly, familiarizing yourself with various integration techniques, and seeking help from resources such as textbooks, online tutorials, or a math tutor. It may also be helpful to work through problems step-by-step and to review your work thoroughly for mistakes.