calum.g said:Homework Statement
im trying to solve this integral, though it is solvable using mathematica the solution is horrible. wondered if anyone has any cunning tricks or ideas
Homework Equations
integral between [tex]\int_{-\sqrt{E}}^{\sqrt{E}} \frac{\sqrt{E-W^2}}{BW^2+a}\,dW = n \pi[/tex]
An integral problem involves finding the area under a curve in a given interval using integration techniques. It is a fundamental concept in calculus and is used to solve a variety of mathematical and scientific problems.
To solve an integral problem, you need to use integration techniques such as substitution, integration by parts, or partial fraction decomposition. It is also important to understand the properties of integrals and how to apply them correctly.
Some tips for solving an integral problem include: understanding the problem and identifying the given interval, choosing the appropriate integration technique, carefully evaluating the integral using the correct properties and rules, and checking your answer for accuracy.
Yes, you can use a graphing calculator or a computer program to solve an integral problem. However, it is important to have a good understanding of the concepts and techniques involved in solving integrals before relying solely on a calculator.
You can check your answer for an integral problem by differentiating your solution and ensuring that it matches the original function. You can also use a graphing calculator or graphing software to visually check your answer by comparing the area under the curve to the given interval.