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Easier Way to Evaluate integral (x^2 +2)/(x(x^2+5x+8))dx
see the next post
Evaluate integral (x^2+2)/(x(x^2+5x+8)dx
see the next post
Evaluate integral (x^2+2)/(x(x^2+5x+8)dx
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How does this help?icystrike said:Easiest way:
[tex]\int\frac{f\,'(x)}{f(x)}=\ln(f(x))[/tex]
The integral in this context refers to the process of finding the area under a curve, also known as the antiderivative.
To evaluate this integral, you can use the method of partial fractions or substitution. Alternatively, you can also use online tools or calculator software to solve it.
No, there is no specific range of values for x that you need to use. However, it is important to note any discontinuities or points of divergence in the given function.
Yes, there are a few special rules and formulas that can be helpful in solving this integral, such as the power rule, quotient rule, and integration by parts.
Yes, you can use the fundamental theorem of calculus to evaluate this integral, as it states that the integral of a function is equal to the difference of its antiderivative evaluated at the upper and lower limits of integration.