Given the following list of integration techniques: Integration by Parts Polynomial Long Division ...

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Given the following list of integration techniques: • Integration by Parts • Polynomial Long Division ● Trigonometric Substitution Explain which technique(s) can be used to evaluate the integrals below, or explain why they cannot be evaluated. (a) S- Svi dr dx x2 x² (b) √ 1²-2² • Partial Fractions ● Completing the Square • Change of Variable (u-substitution) dx (c) ² dx x²√25-x² 1 (d) S S √7+x² dx Given the following list of integration techniques: • Integration by Parts • Polynomial Long Division ● Trigonometric Substitution Explain which technique(s) can be used to evaluate the integrals below, or explain why they cannot be evaluated. (a) S- Svi dr dx x2 x² (b) √ 1²-2² • Partial Fractions ● Completing the Square • Change of Variable (u-substitution) dx (c) ² dx x²√25-x² 1 (d) S S √7+x² dx