(b) Evaluate the integral ∫√(1 + x^(-2)/(3)) dx using the substitution u = 1 + x^(2)/(3).

Name: (b) Evaluate the integral ∫√(1 + x^(-2)/(3)) dx using the substitution u = 1 + x^(2)/(3).
Uploaded: 2023-07-30T01:43:55-08:00
Duration: 45 s
Channel: Numerade
Description: (b) Evaluate the integral ∫√(1 + x^(-2)/(3)) dx using the substitution u = 1 + x^(2)/(3).

Question

Varsha Aggarwal · Answer

So, let U equal 1 plus x to the power 1 by 3. So, D u by D x equal 1 by 3 x to the power minus 2

Amrita Bhasin · Answer

This question tells us to evaluate this given integral, and they&#x27;ve given us the substitution to

Vikash Ranjan · Answer

In the problem we have x square under root xQ plus 1 d x here u equals x q plus 1 so do equals 3

Mahendra Kumar · Answer

In this question, it is asked to find the integration of x minus 1 square into e -raise to the p

Sai Sai · Answer

Hello everyone from the given question, we can write that integration of u square plus one whole

Question

(b) Evaluate the integral \( \int \sqrt{1 + x^{\frac{-2}{3}}} dx \) using the substitution \( u = 1 + x^{\frac{2}{3}} \).

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