Math, asked by govindhale2004, 1 month ago

Evaluate ſ Dx X2+3x+2

Answers

Answered by shanmugap060
0

Answer:

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Answered by pariandshivmalhotra
2

Step-by-step explanation:

We can see that there is a term of x in numerator and derivative of x2 is also 2x. Therefore there is a chance that we can substitute for x2 + 3x + 2 and we can be reduce to a fundamental integration.

Now, we will solve the equation I1 and I2 individually.

And we don't have any derivative of function present in denominator. So we will use the some special integrals to solve the problem.

Denominator doesn't have any square root term. Therefore one of the two integral will use to solve the problem.

We have to reduce I2 such that it matches with any of above two forms.

Then we will make to create a complete square therefore that no individual term of x is seen in denominator.

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