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Answer to Question #48982 in Integral Calculus for Bob
Question #48982
1. Complete the perect square and use tables of integration to integrate
∫ [(1) / ( sqrt(x^(2) - 3x + 6) )] dx
2. Use a substitution technique and then the table of integration to integrate
∫ (x^5)(sqrt(x^(4) - 4)) dx
Given: x^5 = (x^3)(x^2)
∫ [(1) / ( sqrt(x^(2) - 3x + 6) )] dx
2. Use a substitution technique and then the table of integration to integrate
∫ (x^5)(sqrt(x^(4) - 4)) dx
Given: x^5 = (x^3)(x^2)
Expert's answer
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