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ozaroun
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How do I integrate ∫x3dx/x+1?
ozaroun said:I really mean that THANKS A LOT MAN... I've been at this for 20 min straight... PHEW! :D
The purpose of integrating ∫x3dx/x+1 is to find the antiderivative or the original function from which the given function is derived.
To solve the integral ∫x3dx/x+1, you can use the substitution method by letting u = x+1 and then solving for du. You can also use integration by parts by selecting u = x3 and dv = dx/x+1.
The domain of the function x+1 is all real numbers except -1, as the function is undefined at that point.
Yes, you can use a calculator to solve this integral. However, it is important to understand the steps involved in solving the integral manually.
Yes, there are various methods for solving integrals, such as the substitution method, integration by parts, and partial fraction decomposition. The method you choose will depend on the complexity of the integral.